{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'上海', '北京', '山东', '广东', '江苏', '解放军', '辽宁'}"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "is_change = True\n",
    "count = 12\n",
    "all_data = []     # 记录历届成绩\n",
    "data = []         # 记录一届成绩\n",
    "writer = pd.ExcelWriter('history.xls')\n",
    "watches = set()\n",
    "with open('history.txt') as f:    \n",
    "    for line in f:\n",
    "        if line.strip():\n",
    "            # 非空行\n",
    "            if is_change:\n",
    "                is_change = False\n",
    "            # 读取、清理空格、记录数据\n",
    "            data.append([l.strip() for l in line.split('┃')])\n",
    "        else:\n",
    "            # 遇到空行，结束一届的记录\n",
    "            if not is_change:\n",
    "                # 记录数据\n",
    "                df = pd.DataFrame(data)\n",
    "                all_data.append(df)\n",
    "                # 写入文件\n",
    "                df.to_excel(writer, sheet_name=f'No.{count}', index=False)\n",
    "                # 把前3名加入集合\n",
    "                top3 = list(df[1][:3])\n",
    "                watches.update(top3)\n",
    "                # 重置参数\n",
    "                is_change = True\n",
    "                count -= 1\n",
    "                data = []\n",
    "writer.save()\n",
    "watches"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "江苏 [4.0, 6.0, 10.0, 19.0, 13.0, 9.0, 18.0, 23.0, 24.5, 56.0, 48.5, 45.0]\n",
      "上海 [46.0, 38.0, 19.0, 36.0, 33.0, 32.0, 26.0, 42.0, 29.5, 26.0, 41.0, 45.0]\n",
      "广东 [31.0, 23.0, 38.0, 44.0, 36.0, 54.0, 29.0, 24.5, 69.5, 46.0, 45.0, 50.5]\n",
      "山东 [21.0, 17.0, 7.0, 21.0, 4.0, 12.0, 12.0, 25.0, 22.0, 42.0, 63.0, 65.0]\n",
      "北京 [42.0, 30.0, 36.0, 44.0, 17.0, 17.0, 21.0, 20.0, 23.0, 32.0, 30.0, 33.0]\n",
      "解放军 [117.0, 72.0, 19.0, 50.0, 16.0, 13.0, 14.0, 24.5, 33.0, 44.0, 49.0, 45.0]\n",
      "辽宁 [4.0, 9.0, 13.0, 28.0, 22.0, 32.5, 44.0, 39.5, 41.0, 31.0, 48.0, 56.0]\n"
     ]
    }
   ],
   "source": [
    "gold = {}\n",
    "all_data.reverse()\n",
    "# 遍历队伍\n",
    "for team in watches:\n",
    "    gold[team] = []\n",
    "    # 遍历每一届数据\n",
    "    for data in all_data:\n",
    "        gold[team].append(float(data[data[1]==team][2]))\n",
    "\n",
    "# 输出\n",
    "for team in gold:\n",
    "    print(team, gold[team])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7fbb2ad03908>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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vXb16NSZPnoz4+Pgej8fFxSE2NharV6+GKIpDTXVYsAAdhIhEaQFaknkUrY0NMmVDRERERES24vfff8f555/fay9mb7Kzs7Fr1y7cfPPN0Gq1yMrKQlZWFrRareS8m266CUePHsX+/fvNmbbZsAAdBHdfP3iHhJnaomhEXnqqfAkREREREZHVa2lpwZ49e7B48eIBX/vJJ59ApVLh+uuvh0qlws0334yYmBgUFBRIzvvjH/8IlUqF1atXmydpM+MiRIMUkZSM6qICUzsndQ8mzrlAvoSIiIiIiMiqOTo6duux7K/nn39estLtnj17ejzPx8cHer1+UM+wBPaADlLXeaAFGQeg17bJlA0REREREZH1YwE6SD5h4XDx8ja1DTotCg8dlC8hIiIiIiIiK8cCdJAEQeBquERERERERAPAAnQIIhOTJe3c9H0wtrfLlA0REREREZF1YwE6BEExE6Fxcja12xobUHr8mIwZERERERERWS8WoEOgUCoRnjBNEuMwXCIiIiIiop6xAB2inuaBiqIoUzZERERERETWiwXoEIVNiYdKbWdqN1RXorowX8aMiIiIiIjIlmzduhWCICArK6vXc2bNmgVBEPr9NWvWLAu+gv5TyZ2ArVNrNAiNnYrctL2mWE5qCnzCwmXMioiIiIiIrFFJSQm0Wi0iIiLOeW5ubi7s7e0RFBSEL774Aq2trbj11luRm5uLzZs3Q6HovT/RwcHBnGmbDQtQM4hMnCEtQNNSMPPqP8qYERERERERWaMnn3wSWVlZSEk599ox119/PaKjo7F69WqEhoYiPz8fe/bswaOPPooJEyZYIFvzYwFqBuEJ0yAICoiiEQBQXZCH+qpKuPn4ypwZEREREdHIlRkdI3cKAICYrEyLPOfdd98FANx+++2m2Oeff46AgADMnz/fIjkMFeeAmoGjqxsCo6WfQOSmcTVcIiIiIiIyj9bWVqxcuRILFy7E2LFjTfHnn38eX375pYyZDQwLUDPpaTVcIiIiIiIic/jqq69QV1eH3377TbLY0PHjx7Fy5cpuixB9/vnncqfcIw7BNZOIxBnY+ulHpnZJ5lG0NjbAwcVVxqyIiIiIiGgkuPjii5GZ2X2o78UXX4yEhAQ8//zzkri/v7+lUhsQFqBm4u7rB6+QMNQUFQAARNGIvPRUTJxzgbyJERERERGNUJaae2kN/P394eTkhBUrVmD+/Pk4//zzAQD29vZwd3dHdHQ0du7ciU2bNuHuu++Gm5ubzBn3jENwzaj7MNw9MmVCREREREQjzbfffotnn30WTk5OPR53dnbGs88+i08//dTCmfUfC1AzikyUFqAFGQeg17bJlA0REREREY0kq1evxuTJkxEfH9/j8bi4OMTGxmL16tUQRdHC2fUPh+Cakc/YCLh4eqOxthoAYNBpUXjoYLeeUSIiIiIiGr1aW1uRlZVlahcVFQEA8vLyup13RnZ2Nnbt2oUVK1ZAq9WioKAAAKDVaiXX3HTTTbj//vuxf/9+JCYmDtMrGDwWoGYkCAIik2bgwK/rTLGc1BQWoEREREREZHLo0CHExHTfw3Tx4sXdYlOnTgUAfPLJJ1CpVLj++uuhUqlw8803IyWl+84bf/zjH/HQQw9h9erVVlmACpbumk1MTBTT0tIs+kxLKjqSge/++YSprXFxxV/e/wwKpVLGrIiIiIiIbF9mZmaPhRtZXl9/F4Ig7BdFscfql3NAzSwweiI0Ts6mdltjA0qPH5MxIyIiIiIiIuvAAtTMlCoVwuOTJLGc1O5d40RERERERKMNC9BhEJmULGnnpKZY7SpURERERERElsICdBiExcZDpbYztRuqK1FdmC9jRkRERERERPJjAToM1BoNQqbESWIchktERERERKMdC9Bh0nXrlZw0FqBERERERDS6sQAdJhEJ0yEInd/e6oI81FdVypgRERERERGRvFiADhNHVzcEjJfui5PLXlAiIiIiIjpNEAS8/PLLktjcuXNx0UUXmdpnFjMNCgqCIAj9/goKCrLoa+kvldwJjGSRSTNQmnXU1M5JTUH8JVfImBEREREREckpKyurX+dptVp89tln+Prrr7Fp0yZs3boVBoOh389Rqayz1LPOrEaIyMQZ2PbZSlO7JPMoWhsb4ODiKmNWREREREQkl0mTJqG9vb3Pcw4fPozw8HC0trbin//8JwDA29sb5eXl/X6Ot7f3kPIcLixAh5G7nz+8QsJQU1QAABBFI/LSUzFxzgXyJkZERERENAL8312b5U4BAHDPe/P7fe7ZvZiCIPR4Tk1NDf7+97/j8ccfh4eHBwBg3bp1uPHGG/v9nM8++ww33HBDv8+3FM4BHWbdVsNN3SNTJkREREREZAvmzZuHV1991VR8nq24uBiiKPb6VVxcLEPG/ccCdJhFJkoL0IKMA9Br22TKhoiIiIiISD4sQIeZz9gIuHh2jr826LQoPHRQvoSIiIiIiMhmBQcH97n6bXBwsNwp9olzQIeZIAiITJqBA7+uM8VyUlO6Dc0lIiIiIqKBGcjcS1t32WWXITMzUxI7cuQIrr76aqxcuRIzZ86UHPP397dkev3GHlAL6Fps5qbvg/EcK18REREREdHIJIoi/ve//w3oGjc3N4iiiM8//xwAEB0djbCwMABASEgIoqOjUVlZic8//xweHh5wc3Mzd9pmwQLUAgKjJ0Lj5GxqtzU2oPT4MRkzIiIiIiIiOfz888+YMWMGFi1adM5z6+rq8MYbb5ja//jHP/DRRx8hNDS0x/NDQkLw8ssvY8WKFWbL19xYgFqAUqVCeHySJJaTmiJTNkREREREJJcrr7wSdnZ2WLt2ba/nNDU1ISsrC//+97/x0EMPoba2FpmZmVi7di0eeOABqNVqZGVloaCgQHLd2LFjcf311+M///kP6urqhvmVDA4LUAuJTEqWtHNSUyCKokzZEBERERGRHFJSUrBjxw5cddVVvZ6za9cuxMTE4Omnn8a8efPg6emJV155Ba6urrjrrrugVCpx99134+qrr+527aOPPorm5ma88847w/kyBo2LEFlIWGw8VGo7GPQ6AEBDdSWqC/PhExYuc2ZERERERGQpiYmJpj/31CG1devWHq9bvXq1pL158+Yez4uJiYHRaBx0fsONPaAWotZoEDIlThLjMFwiIiIiIhpNWIBaUNfVcHPSWIASEREREdHowQLUgiISpkMQOr/l1QV5qK+qlDEjIiIiIiIiy2EBakGOrm4IGB8jieWyF5SIiIiIiEYJFqAW1m0YLueBEhERERHRKMEC1MIiE6UFaEnmUbQ2NsiUDRERERERkeVwGxYLc/fzh1dIGGqKCgAAomhEXnoqJs65QN7EiIiIiIhIVjU1NcjKypLElEolkpOTZcrI/FiAyiAyaYapAAWAnNQ9LECJiIiIiEaBiooKhISEQK/XS+IBAQFYsWIF/vCHP0jiXl5eqK6uNhWmr776Kr7++mvs2rULGo0GAQEBeOCBB/DTTz/hlltuMV2nUqnw/PPPAwCuvPJK/Pjjj/3OcenSpfjvf/872JfYJxagMohMnIGUNV+b2gUZB6DXtkFtr5ExKyIiIiIiGm4rV66Ei4sLfvjhBwiCAK1Wi8WLF+O6667Dtddei4qKCjz22GMoKCjAK6+8gm+++QYAEBMjXcx06tSpAIDvvvsOp06dgpOTE9ra2gAA77zzTrde0ylTpuCbb76B0WhES0sL1Go17O3tu+W3dOnS4XjZJv0qQAVBuADA06Ioni8IwkQAdwLQAvhRFMWdgiBcC2ACAE8AL4iiWD5sGY8APmMj4OLpjcbaagCAQadF4aGD3RYoIiIiIiKikaO9vR0ffPABFAoFXnnlFQBAfX09tFotdu3aBb1ejxUrVuD222+HTqdDTU0N7OzsAADr1q3DZZddhuLiYgQFBUnu+/777yMpKQlvvvkmAOC9997DhRdeaDq+atUqGI1GeHp6YsWKFVi+fDl27dqF2NjYbjlu27YNSqVymL4D/ShABUGIBqAEEHI6tBLAYwAKAWwWBGE6gPcA+AK4AcCrp/9LvRAEAZFJM3Dg13WmWE5qCgtQIiIiIqIBeP3aS+VOAQDw4Dc/9+u8trY2zJkzB1988QXi4uLwwgsvYO7cuZg9ezb27duH7777DuXl5Vi+fDkefvhhfPXVV4iOjpbcIycnB01NTaZ2ZGQk6uvrERoaCgAwGo0wGo2Sax566CGsXLlSEps5c2aveR4+fBgeHh79ek0Ddc4CVBTFLEEQ2gBAEAQXANMBVJz+CgXwBwA6URR1giBUAFjU9R6CINwB4A4ACAkJ6Xp4VOpagOam74OxvR2KYfy0gYiIiIiI5OPk5ITw8HCo1Wo8//zzeOGFF7Bo0SK0tbVh3759uPjii1FUVAQ/Pz98+umnpt5SAKaict68eZJ7lpeXo76+Hi4uLgCAX3/9FXq9HpMnTzad889//hMPPvggrrnmGlRXV+O3337rcfjtGWPHjjX3SzcZ6DYsQpf/do33eE9RFD8QRTFRFMVEb2/vAT5yZAqMngiNk7Op3dbYgNLjx2TMiIiIiIiILEGn02HZsmUAgM8//xzffvstgI6Fg/76179i3bp1CAsLQ2pqKhwdHQEA1dXVUCgUMBgMEEUR33//vel+x48fxxtvvAEAeOONNzBu3DhceeWVpuP+/v7YsWMHjhw5ghUrViA2NhYGgwHPP/88HBwcEB0dLfnqqzgdqgEVoKIoNgBIBRCEjiG3JQC+BGAvCILj6dgmcyc5EilVKoTHJ0liOakpMmVDRERERESWolQqcdtttwEAkpKSEB8fDwBIT0/HmjVrcPnll6O0tBTz58/HpEmTAAClpaXw8vLqcX6mKIpYv349Vq5ciU2bNuGhhx6SnFdcXIzly5dj8uTJmDp1KrKysrBv3z588cUXSE9PR1ZWlukrOzt7WF97f+aA2gFYAsBdEIQ5AG4G8DcAjQBuFEWx+vQQ2ycBuAF4YBjzHVEik5JxbMcWUzsnNQVz/3QbBKFrBzMREREREXXV37mX1kYQBDg7d4yGtLe3N73/T01NRWhoKN5//31cdNFF+OCDD3DBBR3bNZaWlsLPz6/X++3YsQMvv/wy/P39ceONN0qOf/bZZ2hsbMThw4cxYcIEybElS5ZI2r6+vqioqDDL6+zJOXtARVHUiaK4QhRFd1EUt4mieFQUxbtEUXxIFMWtp8/5RhTFx0VRvEcUxdJhy3aECYuNh0ptZ2o3VFdK9gclIiIiIqKRR6/X49JLOxZQWr16Nb788ksAwN/+9jdkZmYiIiICABAcHIzw8HAAQFlZGXx9fXu955nC0tXVtVuH1uOPPw5RFCVfGzduBAAcOHBAEh/O4hMY+BxQMiO1RoOQKXGSGIfhEhERERGNXCdPnoSXlxdOnToFAHjmmWfw6KOPAujoqXR0dERUVBQA4OKLLzYVk331gDY1NeHRRx9FTEwMjh8/jpdffllyfO7cuRAEQfK1YMECAB37iXY9dmZ+6nDo1z6gNHwik2Ygb/8+UzsnNQXJy66TMSMiIiIiIhoumZmZpt5Ke3t7aLVa1NTUAACWLVuGWbNmobCw0DQEd/bs2QA6CtALLrgAer0eubm5KCkpMd3zpZdeQm1tLbZu3YoVK1bghRdewLJly0zP+fTTT9HS0iLJY/fu3bj11luxdu1axMTESI6dWVF3OLAAlVlEwnQIggKi2LGsclVBLhqqq+Dq7SNzZkREREREZG7Hjh3D5ZdfDqBjX9Da2lr4+flBqVTC3d0d7u7uUKk6yrTg4GBER0dDr9ejqqoKvr6+UCgUuOKKK3DixAkAQF5eHl5//XU8/fTTiIqKwiuvvIKff/4Zt99+O3bs2AGFQtHjVphnCtixY8d222t0OLEAlZmjqxsCxsegNOuoKZaTloL4iy+XMSsiIiIiIhoOZ/dcAoCnpyf0er0kFhkZCVEUTW21Wi1pHz9+XHJ+W1ub6c+urq4oLi4+Zx4XXnih5J6WwjmgViAyaYakzXmgREREREQ0ErEAtQKRidICtCTzCFobG2TKhoiIiIiIaHiwALUC7n7+8AoJM7VFoxF56anyJURERERERDQMWIBaCQ7DJSIiIiKikY4FqJXoOgy3ICMdem1bL2cTERERERHZHhagVsJnbARcPL1NbYNOi8LDGTJmREREREREZF4sQK2EIAg9DMPdI1M2REREREQ0HA4dOoT29na505ANC1Ar0rUAzd2/D8ZR/MNJRERERDTSrFixAtOnT8eePXtw5MgRCILQ59dzzz0HACguLkZWVpbk65FHHoEgCFizZk23Y0VFRTK/0p6p5E6AOgVGT4TGyRltzU0AgLbGBpQdz0TQhEkyZ0ZERERERObw6KOP4pprrsHVV1+N3NxcZGZm9njePffcg9TUVNx0000AgNtvvx2//fZbj+cuW7asW2zOnDnYunWrudI2G/aAWhGlSoXw+CRJLCeNw3CJiIiIiEaK6Oho7N27F3feeSfs7e0RHR3d7evEiRPYvHkzXnvtNYSEhJiunTNnDkRRPOfXokWLZHyFfWMPqJWJTErGsR1bTO2c1BTMufE2CIIgY1ZERERERNan5NEdcqcAAAh6eXa/ztPpdMjLywMAPPbYYz2e09TUhDvvvBPz58/H7bffboq/8cYbEEWxX88ZyLmWxh5QKxMWGw+V2s7Urq+qRE1RgXwJERERERGRWRQVFSEmJgYxMTGoqanp8ZyamhpUVFTgzjvvlHRCvfXWW5g4ceI554wKgoAJEyZgxYoVlnpZA8IeUCuj1mgQMiUOefv3mWI5qSnwDh0rY1ZERERERDRUkZGRWLVqFW6++eZznqtQSPsKn3nmGdx3333dznvssceQmZmJH374QRJ3c3MbSqrDhgWoFYpMmtGtAE1edp2MGRERERERkZz8/Pzg5+fXLe7m5gaNRoPo6GgZsho4FqBWKCJhOgRBAVE0AgCqCnLRUF0FV28fmTMjIiIiIrIe/Z17ae1uuukmfPLJJ3KnYRGcA2qFHF3dEDBe+glGTlqKTNkQEREREZG5NTc3m/789ttvIzMzU/K1cOFCGbMbPixArVRk4gxJOyeVBSgRERERka3btm0bAOCuu+5Ce3s7AMDV1bXbViyurq5ypjlsOATXSkUkzcC2zz82tUsyj6C1sQEOLiPzB5GIiIiIaKQrKyvD6tWrMX/+fGzatAkPP/ywZKuV3kRERECtVpva1dXVqK2tBQDU19cPW77DgQWolfLwC4BXcChqigsBAKLRiLz0VEycc4HMmRERERER0WAYjUY89dRTeOaZZ7Bq1Srccccd59wuJSoqCllZWZJYSkoKLr/8clM7NjZ2WPIdDhyCa8UikzgMl4iIiIhopAgICMCzzz4LQRBwyy23wGAwQBTFPr9OnDjRbUuWyy67THLOwYMH5XlBg8AC1IpFJiVL2gUZ6dBr22TKhoiIiIiIhqJrITka8TtgxXzGRsDZ08vUNui0KDycIWNGREREREREg8cC1IoJgtDDarh7ZMqGiIiIiEh+oijKncKoN5S/AxagVq7rPNDc/ftgPL1cMxERERHRaKJWq9Ha2ip3GqNea2urZFXegWABauWCYibB3snJ1G5rbEDZ8UwZMyIiIiIikoePjw9KS0vR0tLCnlAZiKKIlpYWlJaWwsfHZ1D34DYsVk6pUiE8fhoyd2wxxXLS9iBowiQZsyIiIiIisjxXV1cAHftp6vV6mbMZndRqNXx9fU1/FwPFAtQGRCbNkBagqSmYc+NtEARBxqyIiIiIiCzP1dV10MUPyY9DcG1AWGw8lGeNsa6vqkRNUYF8CREREREREQ0CC1AbYKdxQOjkOEksJzVFnmSIiIiIiIgGiQWojYhMSpa0WYASEREREZGtYQFqIyISpgFnzfmsKshFQ3WVjBkRERERERENDAtQG+Ho5o7A8TGSWE4ae0GJiIiIiMh2sAC1IZGJMyRtDsMlIiIiIiJbwgLUhkQkSQvQkswjaG1skCkbIiIiIiKigWEBakM8/ALgFRxqaotGI/LSU2XMiIiIiIiIqP9YgNqYyCQOwyUiIiIiItvEAtTGdN2OpSAjHXptm0zZEBERERER9R8LUBvjMzYCzp5eprZBp0Xh4QwZMyIiIiIiIuofFqA2RhCEHlbD3SNTNkRERERERP3HAtQGdZ0Hmrt/H4zt7TJlQ0RERERE1D8sQG1QUMwk2Ds5mdptjQ0oO54pY0ZERERERETnxgLUBilVKoTHT5PEctI4DJeIiIiIiKwbC1Ab1dN2LKIoypQNERERERHRubEAtVFhsfFQqtWmdn1VJWqKCuRLiIiIiIiI6BxYgNooO40DQifHSWI5qSnyJENERERERNQPLEBtWGRSsqTNApSIiIiIiKwZC1AbFpEwDRAEU7uqIBcN1VUyZkRERERERNQ7FqA2zNHNHYHjYySxnDT2ghIRERERkXViAWrjIhO7r4ZLRERERERkjViA2riILtuxlGQeQWtjg0zZEBERERER9Y4FqI3z8AuAV3CoqS0ajchLT5UxIyIiIiIiop6xAB0BIpM4DJeIiIiIiKwfC9ARoOt2LAUZ6dBr22TKhoiIiIiIqGcsQEcAn7ERcPb0MrUNOi0KD2fImBEREREREVF3LEBHAEEQelgNd49M2RAREREREfWMBegI0XUeaO7+fTC2t8uUDRERERERUXcsQEeIoJhJsHdyMrXbGhtQdjxTxoyIiIiIiIikWICOEEqVCuHx0ySxnDQOwyUiIiIiIuvBAnQE6Wk7FlEUZcqGiIiIiIhIigXoCBIWGw+lWm1q11dVoqa4UMaMiIiIiIiIOrEAHUHsNA4InRwniXE1XCIiIiIishYsQEeYyKRkSTsnNUWmTIiIiIiIiKRYgI4wEQnTAEEwtavyc9FQUyVjRkRERERERB1YgI4wjm7uCBwfI4nlpO6VKRsiIiIiIqJOLEBHoMhE6Wq4udyOhYiIiIiIrAAL0BEoost2LMXHjqC1qVGmbIiIiIiIiDqwAB2BPPwC4BUcamqLRiPy01NlzIiIiIiIiIgF6IgV2aUXlKvhEhERERGR3FiAjlBdt2PJz9gPvU4rUzZEREREREQsQEcsn7ERcPb0MrUNWi2KDh+ULyEiIiIiIhr1WICOUIIgdFsNl8NwiYiIiIhITixAR7Cu80Bz0/bCaGyXKRsiIiIiIhrtWICOYEExk2Dv5GRqtzY2oOx4powZERERERHRaMYCdARTqlQIj58miXEYLhERERERyYUF6AjXbTuWtBSIoihTNkRERERENJqxAB3hwmLjoVSrTe36ygrUFBfKmBEREREREY1WLEBHODuNA0Inx0liOal75EmGiIiIiIhGNRago0AEt2MhIiIiIiIrwAJ0FIhImAYIgqldlZ+LhpoqGTMiIiIiIqLRiAXoKODk7oGAcTGSWE7qXpmyISIiIiKi0YoF6CjRdTXc3DTOAyUiIiIiIstiATpKRCZOl7SLjx1Ba1OjTNkQEREREdFoxAJ0lPDwD4RnUIipLRqNyE9PlTEjIiIiIiIabViAjiKRScmSNlfDJSIiIiIiS2IBOop0nQean7Efep1WpmyIiIiIiGi0YQE6iviGR8J5jKepbdBqUXT4oHwJERERERHRqMICdBQRBKFbLyiH4RIRERERkaWwAB1lIhOl80Bz0/bCaGyXKRsiIiIiIhpNWICOMkETJsHe0cnUbm1sQNnxTBkzIiIiIiKi0YIF6CijVKkQHp8kiXEYLhERERERWQIL0FGo2zzQtBSIoihTNkRERERENFqwAB2FwmLjoVSrTe36ygrUFBfKmBEREREREY0GLEBHITsHR4ROjpPEclL3yJMMERERERGNGixAR6mIRG7HQkREREREljXgAlQQhGBBEN4VBOEuQRDeEQQhUBCE/wiC8IwgCMuGI0kyv4iEaYAgmNpV+bloqKmSMSMiIiIiIhrpBtMDeg2ALFEU3wPgA+BjAKkAXgTwgSAIHmbMj4aJk7sHAsbFSGI5qXtlyoaIiIiIiEaDwRSg3wJIFgRhBoDvACQCqBBFUQfAAGBm1wsEQbhDEIQ0QRDSqqurh5QwmU/X1XBz0zgPlIiIiIiIhs9gClBnAO8CKATwNADh9Fev9xRF8QNRFBNFUUz09vYeVKJkfpGJ0yXt4mNH0NrUKFM2REREREQ00g2mAP0LAGdRFMsBHEVHQRokCIIdADUAdqPZCA//QHgGhZjaotGI/PRUGTMiIiIiIqKRbDAF6GoASwVB+AOASgBRAKYBeBzAXaIo1pgvPRpukUnJkjZXwyUiIiIiouGiGugFoiimA7jldPPr0/+9zWwZkUVFJs3A3u+/MbXzM/ZDr9NCbWcvY1ZERERERDQScR/QUc43PBLOYzxNbYNWi6LDB+VLiIiIiIiIRiwWoKOcIAjdVsPlMFwiIiIiIhoOLEAJkYnSeaC5aXthNLbLlA0REREREY1ULEAJQRMmwd7RydRubWxA2fFMGTMiIiIiIqKRiAUoQalSITw+SRLjMFwiIiIiIjI3FqAEAN3ngaalQBRFmbIhIiIiIqKRiAUoAQDCYuOhVKtN7frKCtQUF8qYERERERERjTQsQAkAYOfgiNDJcZJYTuoeeZIhIiIiIqIRiQUomUQkcjsWIiIiIiIaPixAySQiYRogCKZ2VX4uGmqqZMyIiIiIiIhGEhagZOLk7oGAcTGSWE7qXpmyISIiIiKikYYFKEl0XQ03N43zQImIiIiIyDxYgJJEZOJ0Sbv42BG0NjXKlA0REREREY0kLEBJwsM/EJ5BIaa2aDQiPz1VxoyIiIiIiGikYAFK3UQmJUvaXA2XiIiIiIjMgQUoddN1Hmh+xn7odVqZsiEiIiIiopGCBSh14xseCecxnqa2QatF0eGD8iVEREREREQjAgtQ6kYQhG69oByGS0REREREQ8UClHoUmSidB5qbthdGY7tM2RARERER0UjAApR6FDRhEuwdnUzt1sYGlB3PlDEjIiIiIiKydSxAqUdKlQrh8UmSGIfhEhERERHRULAApV51nQeam7YXoijKlA0REREREdk6FqDUq7DYeCjValP7VGU5aosLZcyIiIiIiIhsGQtQ6pWdgyNCJ8dJYhyGS0REREREg8UClPoUkdhlO5Y0FqBERERERDQ4LECpTxEJ0wBBMLUr83LQUFMtY0ZERERERGSrWIBSn5zcPRAwLkYSy2UvKBERERERDQILUDqnrqvhch4oERERERENBgtQOqfIxOmSdvGxw2hrapIpGyIiIiIislUsQOmcPPwD4RkUYmqLRiPyDqTKmBEREREREdkiFqDUL5FJyZJ2TuoemTIhIiIiIiJbxQKU+qXrPNCCg+nQ67QyZUNERERERLaIBSj1i294JJzHeJraem0big5nyJgRERERERHZGhag1C+CIHA1XCIiIiIiGhIWoNRvkYnSeaC5+/fCaGyXKRsiIiIiIrI1LECp34ImTIK9o5Op3dpQj7ITWTJmREREREREtoQFKPWbUqVCeHySJMZhuERERERE1F8sQGlAIhKl80ALM9JlyoSIiIiIiGwNC1AakNDJcRCEzh+bmuJCNJ86KWNGRERERERkK1iA0oBonJ3hGxEpiRUd4XYsRERERER0bixAacBCJ8dJ2oWHD8qSBxERERER2RYWoDRgIZPiJO2iwxkQRVGeZIiIiIiIyGawAKUBCxgXDZWdvandWFuNk+VlMmZERERERES2gAUoDZjKzg6B0RMksSIOwyUiIiIionNgAUqDwnmgREREREQ0UCxAaVBCuhSgxUcPwWhslycZIiIiIiKyCSxAaVB8QsdC4+JqamtbmlGZlyNjRkREREREZO1YgNKgCAoFQiZOkcSKDnM/UCIiIiIi6h0LUBo0zgMlIiIavXTtOnyd9TXeTn8bpU2lcqdDRDZCJXcCZLu6zgMtO34Mem0b1PYaeRIiIiIii/nPwf9g5ZGVAIAfc3/EmsvWwF3jLm9SRGT12ANKg+bu6wc3H19Tu91gQGnWMRkzIiIiIkvQG/X49sS3pnZVSxXeOfCOjBkRka1gAUpD0rUXtOgI54ESERGNdPsr96NR1yiJfXfiOxytPSpTRkRkK1iA0pBwHigREdHos7loc7eYCBEvprwIo2iUISMishUsQGlIgrushFtVkIeWhnqZsiEiIqLhJopijwUoAByqOYQfc360cEZEZEtYgNKQOLq6wScsojMgiig+eli+hIiIiGhYHas7hsqWyl6Pv7H/DdRr+WE0EfWMBSgNWcjkWEm7iMNwiYiIRqyuvZ9TvKdAo+xcAf+k9iQXJCKiXrEApSHrNg/0yEFZ8iAiIqLh17UAvWbcNbht8m2S2HcnvkNmbaYl0yIiG8EClIYsMHoClKrOLWXrKytwqrJCxoyIiIhoOBQ1FCHnVI6prRAUmBM0BzdNugnBLsGmuFE04oW9L3BBIiLqhgUoDZnaXoOAcTGSWBF7QYmIiEacLcVbJO0E3wS4a9xhr7THY9MekxzLqM7AT7k/WTI9IrIBLEDJLLruB1p4mPuBEhERjTRdh9/OD55v+vPsoNmYFzxPcvyN/W+gQddgkdyIyDawACWz6DoPtOhIBkQjh90QERGNFLWttThQdUASmxciLTgfmfYI7JX2pnZdWx3+78D/WSQ/IrINLEDJLHzDI2Hv6GRqtzU2oKowX8aMiIiIyJy2lWyDCNHUjh4TjUDnQMk5gc6BuHXyrZLY18e/RlZdlkVyJCLrxwKUzEKhVCJ44mRJrOgIh+ESERGNFH0Nvz3bLZNuQZBzkKltFI14ce+LEEWxx/OJaHRhAUpm03UeKPcDJSIiGhla9C3YU7ZHEpsf0nMBaq+0x6PTHpXEDlQdwLq8dcOWHxHZDhagZDZd54GWZB6FQa+XJxkiIiIym11lu6Az6kztQOdAjPMY1+v5c4LnYG7QXElsRdoKNOoahytFIrIRLEDJbDz8A+Hs6WVqG3RalJ/gJtRERES2ruvw23nB8yAIQp/XPDztYdgp7Ezt2rZa/Ofgf4YlPyKyHSxAyWwEQUDopDhJjNuxEBER2Ta9UY9tJdsksd6G354t2CW424JEX2V9heN1x82aHxHZFhagZFahk2Mlbc4DJSIism37K/dLhs6627tjqs/Ufl17y6RbJCvltovtXJCIaJRjAUpmFTxJWoBW5GajrblJpmyIiIhoqLoOv50TNAcqhapf12pUGjyS9Igkll6Vjp/zfjZbfkRkW1iAklk5e4yBZ1CIqS2KRhQfOyxjRkRERDRYoih2336lH8NvzzY3eC5mB86WxFbsX4EmHT+gJhqNWICS2XVdDZfDcImIiGzTsbpjqGypNLU1Sg2SA5IHdA9BEPDYtMckCxLVtNbgPxlckIhoNGIBSmbXdT9QLkRERERkm7r2fs4MmAkHlcOA7xPsGoybJ90siX2Z+SWyT2YPKT+i0cio1UKbnY32+nq5UxmU/g3gJxqA4AmTICgUEI1GAMDJshI01FTD1ctb5syIiIhoIIY6/PZst06+Fety16GsuQxA54JEHy/6+JxbuhCNNsa2NuiKiqAvKoKusBC6wtP/LSqCoaICEEUEvPoq3C67VO5UB4wFKJmdnYMj/KOiUXb8mClWdCQDk+ZeKGNWRERENBBFDUXIOZVjaisEBeYEzRn0/RxUDnh42sO4b8t9plhaZRrW56/H4vDFQ0mVyCYZW1uhKyqGrqgQ+p6KzHPQFRVaIEvzYwFKwyJ0ciwLUCIiIhu2pXiLpJ3gmwB3jfuQ7jk/eD7OCzwPu0p3mWKvp72OOUFz4GznPKR7E1kjY0sLdMXFp3sxCzt6NAtOF5mVlee+QR/0RUVmytKyWIDSsAiZHIc9//3K1C46fBCiKHKIDRERkY3oNvw2ePDDb884syDRVT9eBb1RDwCobq3GexnvYXnS8iHfn0gOxubmjiLzdGGpKyqE/kyRWVVl/gcKAtT+/lC4uJr/3hbAApSGhX/keKg1DtC3tQIAmk+dRG1JEbyCQ2XOjIiIiM6ltrUWB6oOSGLzQuaZ5d6hrqG4aeJN+PDwh6bYF5lf4KqoqxDhHmGWZxCZW3tTM/TFZ83HLDrdo1lYBEN1tfkfKAhQBwTALjQE6tBQ2IWEwi40tKMdFASFvb35n2khLEBpWChVKgRPmIS89FRTrOjwQRagRERENmBbyTaIEE3t6DHRCHQONNv9b59yO37O+xnlzeUAAINowIt7X8RHCz/iaCmSTXtTM/SnC8uz52PqigrRXl1j/gcqFB1FZkgI7MJCoQ4JOV1khnYUmXZ2576HDWIBSsMmZFKcpAAtPHwQ8ZdcIWNGRERE1B/DMfz2bA4qBzyc9DDu33q/KbavYh9+K/gNF429yKzPIjpbe1PT6Z7L08XlmWGzhYVor601/wMVCqgDAzsKy5AQaY9mUCCEEVpk9oUFKA2b0MmxknbxsSNoNxigVPHHjoiIyFq16Fuwp2yPJDaU7Vd6c0HIBZgZMBO7y3abYq+mvorZQbPhpHYy+/No9GhvbDzdg1kgWfRHV1iI9ro68z9QqexWZNqFnu7RDBydRWZfWAnQsPEMDoWjmzta6k8BAPRtrajIOYHA6AnyJkZERES92lW2CzqjztQOdA7EOI9xZn+OaUGin66CwWgAAFS1VuH9jPfxQOIDZn8ejSztDQ2S+Zhnb2PSfvKk+R+oVEIddKbIDDUNm7ULCYE6MBCCWm3+Z45QLEBp2AiCgJBJscjatc0UKzx8kAUoERGRFes6/HZe8Lxhm5cZ5haGP0/4M1YeWWmKfXbsM1wZeSXC3cOH5ZlkO9rr67vMx+xY9EdXWIj2U6fM/0CVCnaBgVCHSRf9sQsJgToggEWmmbAApWEVOjlOUoAWHTmImVf/UcaMiIiIqDd6ox7bS7ZLYsMx/PZsd0y5A7/k/4KK5goApxck2vciPlzwIRckGkX0lVWo/+EHaHNyTNuYtNfXm/9BajXsTg+XVZ8eKttRbJ4uMjlVbNjxO0zDKqTLPNDy7OPQtbbAzsFRpoyIiIioN+mV6WjQNZja7vbumOozdVif6ah2xEOJD+HBbQ+aYnvL9+J/hf/DorBFw/pssg6GkydRcO21MFRUmOeGajXsgoO7L/oTFgq1nx+LTJnxu0/DytXLBx7+gThZXgoAMLa3oyTzKMLjk2TOjIiIiLrqOvx2TtAcqBTD/3ZxQegCzPCfgZTyFFPs1dRXMTtwNhzV/NB6pKt47rkBF5+CWt2xyM+ZL9M2JmFQ+/tBUCqHKVsaKhagNOxCJseZClCgYxguC1AiIiLrIooiNhd32X5lmIffniEIAh6b/hiW/rTUtCBRZUsl3j/0Pu5PuP8cV5Mta/j1NzRu+LXHY4KdHdQhwd0W/bELDYXKj0WmrWIBSsMudHIsMv73i6ldeDhDxmyIiIioJ5l1maZ5mACgUWqQHJBsseeHu4Xjxgk3YtWRVabYp8c+xZWRV2Ks21iL5UGWY6itRcWzz0pi9hNi4PvQQx1Fpq8vi8wRSCF3AjTyBU+YAkHo/FGrKSpA86lhWB6biIiIBq3r8NuZATPhoHKwaA53TbkLPo4+prbBaMBLe1+CKIoWzYMso+K5f0q3TFGrEfDSy3BKTu5YEIjF54jEApSGncbZGb4RkZJY0RH2ghIREVkTuYbfns1R7YiHkh6SxPaU78Gmok0Wz4WGV8OGDWj87TdJzPuee6AZb/49Z8m6sAAliwidHCdpFx4+KEseRERE1F1xQzGyT2ab2gpBgTlBc2TJZVHoIkz3my6J/Sv1X2jRt8iSD5mfoaYGFc8+J4lpJk2C5223ypQRWRILULKIkElxknbR4QwOpyEiIrISXXs/E3wT4K5xlyUXQRDw+PTHoRI6lyqpaK7AR4c/kiUfMi9RFFHx7HNoP3XKFBPUagS89CK3RxklWICSRQSMi4ZKbWdqN9ZW42R5mYwZERER0Rld53/OD7b88NuzhbuH44YJN0hiq46uQkF9gTwJkdk0rF+Pxo0bJTGvv/0N9lFRMmVElsYClCxCZWeHwJiJklgRh+ESERHJrra1FgerD0pi80LmyZPMWe6KvQs+DtIFiV7e9zJHUNkwQ3U1Kp/7pySmmTIFnrfcLFNGJAcWoGQxIZNiJW3OAyUiIpLf9pLtMIpGUzt6TDQCnQNlzKiDk9oJDyY+KIntKtvVrbeWbIMoiih/5lm019ebYoKdHQJefIFDb0cZFqBkMV0XIio+eghGY7s8yRAREREA6xt+e7aLx16MJL8kSeyV1FfQamiVKSMarIaff0bT779LYt5//xvsIyN7uYJGKhagZDE+YeHQOLuY2tqWZlTm5ciYERER0ejWom/B7rLdkpgc26/0RhAEPD5NuiBReXM5FySyMfqqKlQ8/4Ik5hAbizE3c+jtaMQClCxGUCi6DcMtOsz9QImIiOSyu2w3dEadqR3oHIhxHta1D2OkRyT+GPNHSWzVkVUoaiiSKSMaCFEUUfH0MzB2GXrr/9KLEJRKGTMjuQy6ABUE4U+CIFxjzmRo5Os6DLfoyEFZ8iAiIqLuw2/nBc+DIAgyZdO7v8T+BV4OXqa23qjHS/te4oJENqDhp5/QtGWLJOZ9772wDw+XKSOS26AKUEEQ/g+AWhTFbwVBCBQE4T+CIDwjCMIyM+dHI0xIlwK0NOsY9No2eZIhIiIaxfRGPbaVbJPErGn47dmc7Zy7LUi0s3QnthRv6eUKsgb6yipUvPCiJOYQF4cxN/1ZpozIGgy4ABUEIRnALFEUV54OvQ4gFcCLAD4QBMHDjPnRCOPu6wc3H19Tu91gQOnxTBkzIiIiGp3SK9PRoGswtd3t3THVZ6qMGfVt8djFSPBNkMT+lfovtBn4QbY1EkURFU89BWND58+YYG/Pobc0qB7QKwFsEQThOkEQngawCECFKIo6AAYAM7teIAjCHYIgpAmCkFZdXT2khMn2de0F5X6gREREltd1+O2coDlQKax3OwxBEPD49MehFDqLl9KmUqw8srKPq0gu9T/8iKZt0h527/vug/3YsTJlRNZiMAWoG4AGURS/ApB8Onb2ZIFu9xRF8QNRFBNFUUz09vYexCNpJOk6D5T7gRIREVmWKIrYXNxl+xUrHX57tnEe43Bd9HWS2MeHP0ZxQ7FMGVFP9JWVqHyxy9Db+HiM+dONMmVE1mQwBegxAGfGUDaio9czSBAEOwBqAHvMlBuNUMETp0jaVQV5aGmo7+VsIiIiMrfMukxUNFeY2hqlBskByX1cYT3ujrsbnhpPU1tn1OGV1FdkzIjOJooiyv/xDxgbG00xQaNBwIsvcOgtARhcAboKgKMgCLcCaAKQCGAagMcB3CWKYo0Z86MRyNHVDd5hZ618JoooPnpYvoSIiIhGma7Db2cGzISDykGmbAbGxc6l24JE20q2YWvxVlnyIan6td+jefsOSczngfthFxYmT0JkdQZcgIqi2CiK4o2iKK4URfFmURQLRVG8TRTFZ0RR/GY4kqSRp9t2LByGS0REZDG2OPz2bJeGX4p4n3hJ7OV9L3NBIpnpy8tR+dJLkphDYgI8brhBpozIGg16H1CioQidFCtpF3I/UCIiIosobihG9slsU1shKDAnaI6MGQ3cmQWJFELnW9nSplKsOrJKxqxGt46ht0/B2NRkigkaDQJeeAGCgiUHdeJPA8kiMHoilKrOlfbqKytwqrKijyuIiIjIHLr2fib4JsBd4y5PMkMwfsz4bgsSrTyyEiWNJTJlNLrVr1mD5p07JTGfBx+EXWioTBmRtWIBSrJQazQIGBcjiRWxF5SIiGjYdZ3/OT/Ytobfnu3uuLsxRjPG1Na2a7kgkQz0ZWWofOllScwxKQke1/9RpozImrEAJdl03w80Q55EiIiIRona1locrD4oic0LmSdPMmbgaueKBxIekMS2Fm/F9pLt8iQ0ComiiPIn/wFjc7MpJjg6wv9FDr2lnvGngmTTbSGiIxkQjUZ5kiEiIhoFtpdsh1Hs/Lc2ekw0Ap0DZcxo6C6LuAxx3nGS2Et7X4K2XStPQqPMqW+/Q/Pu3ZKYz4MPwC44WKaMyNqxACXZ+IZHwt7RydRubWxAdVGBfAkRERGNcCNp+O0ZCkGBJ2Y8IVmQqKSphAsSWYC+tBRVr0iHPDtOmwaP667r5QoiFqAkI4VSieCJkyWxQm7HQkRENCxa9C3YXSbtqbK17Vd6Ez0mGteMu0YS++jwRyhtKpUpo5FPFEWUPfkkjC0tphiH3lJ/8KeDZNV9HuhBWfIgIiIa6XaX7YbOqDO1A50DMc5jnIwZmddfp/6124JE/9r3LxkzGtlOffMNWvakSGK+Dy2HXVCQTBmRrWABSrIK6bIfaEnmURj0epmyISIiGrm6Dr+dFzwPgiDIlI35udm74b74+ySxzcWbsbN0Z88X0KDpSkpQ+a9XJTHH5Blwv/ZamTIiW8IClGQ1JiAIzmM8TW2DTovyE5kyZkRERDTy6I16bCvZJomNlOG3Z7si8gpM8Z4iib209yXo2nW9XEEDJRqNKH/iSYhnDb1VODoi4PnnOfSW+oU/JSQrQRC6rYZbyO1YiIiIzCq9Mh0NugZT293eHVN9psqY0fBQCAo8Mf0JCOjs2S1qLMLqo6vlS2qEOfn112jZu1cS83n4YagDbXs1ZbIcFqAkO84DJSIiGl5dh9+eH3Q+VAqVTNkMrwmeE3DNeOmCRB8e+hBlTWUyZTRy6IqLUfXa65KY08xkuF97TS9XEHXHApRk13UeaEVuNtqam2TKhoiIaGQRRRGbi7tsvzICh9+e7W9T/wZ3e3dTu629Da+mvtr7BXROotGI8sefkA69dXKC//PPj6i5xDT8WICS7Jw9xsAzKMTUFkUjio8dljEjIiKikSOzLhMVzRWmtkapwcyAmTJmNPzc7N1wf8L9ktimok3YXbq7lyvoXE5++RVaUlMlMZ9HH4E6IECmjEav9gYtdCWNcqcxaCxAySp0nQfKYbhERETm0XX4bXJAMhxUDjJlYzlXRl6JKV5dFiTaZ/kFifKqm/D3rw7ggW8OIq2gzqLPNhddURGqXu8y9HbWLLgvWyZTRqOTUdeOht+LUPFqGuq+OQ6x3Sh3SoPCApSsQvd5oFyIiIiIyBxG2/DbMxSCAo9Pf1yyIFFBQwE+PfapxXIwtBtx2ydp+CmjDGsPlGLZe3tw2yepOF5hO71XpqG3ra2mmMLZGf7/fI5Dby1EFEW0HKxC5ev70bCxEKLeCEN1K5pSyuVObVBYgJJVCJ4wSbJ0d11ZCRpra2TMiIiIyPYVNxQj+2S2qa0QFJgTNEfGjCxrotdELBsn7aX74NAHKG+yzBv3DUcqkFfTLIltyqzCRW9txwPfHkTJyZZerrQeJz//Ai1paZKY72OPQu3vL1NGo4u2qAHV72ag7uvjaK/XSo41bCpCe7NepswGjwUoWQU7B0f4R0VLYkVH2AtKREQ0FF17P+N94uGh8ZApG3n8ferf4WbvZmq3GlrxatrwL0gkiiI+2pHXyzFgbXop5r+2Dc+uO4raJm2P58lNV1CAqhUrJDGn82fDbckSmTIaPQyntKj9OgvV/8mArqh7j7nCSQW3RWFQaGxvNWsWoGQ1QidLV8Mt5DxQIiKiIek6/3O0DL89m7vGHffG3yuJbSzciD1le4b1uWmFJ5FRUt/nObp2I1btKsD5/9qCNzedQJPWMKw5DYTY3o6yx5+A2NZmiilcXOD/HIfeDiejrh31GwtR+XoaWg9Wdz9BKcB5diD8lifBeYY/BKXt/V2wACWr0dN+oKIoypMMERGRjattrcXB6oOS2LzgefIkI7MlkUswyXOSJPbi3hehbx++4Ytdez/nR/vgwz8lIsrHudu5zbp2vLkpG3P+tQWrduVDa2gftrz6q+6zz9Cani6J+T72GNR+fjJlNLKJRhHN+ytR8VoaGn8vgqjvvsCQZoIn/O5PgPvicCgcbK/n8wwWoGQ1/CPHQW2vMbWbT51EbUmRjBkRERHZru0l22EUO9/EjvcYjyCXIBkzko9SocQTM57otiDRZ5mfDcvzCmub8b9jlZLYbbPHYsEEX/x63/l4ddkUBLhpul1X26zDs+uO4YLXt+H7AyVoN8rzQbw2Px/Vb7wpiTnPmQO3q66UJZ+RTltQj6r/HMTJ707A2NB9lWa1nxO8bpsMrz9NgMrL9lewZgFKVkOpUiNogvTTSW7HQkRENDgcfis1yWsSlkRJ5y6+l/GeZI9Uc1m1qwBnD+Ka4O+K5HBPAIBSIeDqxGBsXj4XTy6OgYejutv1JSdbcf83GVj89g5szqq06Igwsb29Y9Vbbee8VIWrK/yee5ZDb83MUNeG2i8zUf3eIehLmrodVzir4bEkCj5/nwpNpLvlExwmLEDJqnTdD5TzQImIiAauRd+C3WW7JbHRXoACwL3x93ZbkOi1tNfM+oz6Fj2+TSuWxG6bPbZb8aZRK3Hb7HBsf3ge/j4/Eo52ym73yqpoxC2r03DN+3sstodo3SefovXAAUnM9/HHoPb1tcjzRwOj1oD63wpQsSINrYd62PVBKcBlThD8lifCaZofBMXIKvxZgJJV6ToPtPjYEbQbrGdCPhERkS3YXbYbOmPnUL4ApwCM9xgvY0bWwUPjgb9P/bsk9lvBb0gpTzHbM77cV4QWXeccTl9Xe1w6JaDX8100ajywcDy2PTQPf04OhbqHRWVSC05aZA9RbV4eqt96SxJznjcPbldcMWzPHE1Eo4jm1IqOeZ5bigFD955th8le8HsgAW4Xj7XJFW77gwUoWRWv4FA4urmb2vq2VlTknJAvISKyKbmnclHd0sOqgUSjTE/Dbzl8ssPSqKWIGRMjib209yWzLEikMxixene+JPbnmWGwU537Lbe3iz2evWISfn9gLq6MC0BPf11n9hB98NsMs+8hKra3o/yxx6VDb93c4PfsM/zZMQNt3ilU/fsATq7JhrGx+8+aOtAZ3ndMgef1MVB52v48z76wACWrIggCQiZxOxYiGhiD0YCHtz2MK3+8EovWLMKmwk1yp0QkG71Rj20l2yQxDr/tpFQo8eSMJyWxvPo8fJH5xZDv/cvhMlQ2dBZwDmol/jgtZED3CPF0xJt/mIpf/jYb88Z7dzsuisCa9BLMf20bnlt3zGx7iNatXo3WDOke7H5PPA61j49Z7j9aGWpbUfvZMVR/cBj6suZuxxUudvBYNg4+98TBPtythzuMPCxAyep0nQdadCSj5xOJiE57+8Db2FCwAUDHm++ndz+Nem3f++8RjVTplelo0DWY2m72bpjqM1XGjKzPFO8p3RYkejfjXVS1VA36nqIo4qMd0t7PqxOD4O5oN6j7TQhwxaqbp+GbO2YgPsS923FduxEf78rHnFe34q1N2UPaQ1Sbm4vqt96WxJwvuACul1026HuOdsY2A06tz0fFiv1oPVrb/QSVAi7zgzvmeSb6jrh5nn1hAUpWJ2SytAe0PDsLurZWmbIhImu3sXAjVh1ZJYk16BrwXsZ7MmVEJK+uw2/nBM2BSjEy55INxb3x98LFzsXUbjG0DGlBopS8Ohwt6yz8BQG45byxQ8oRAKaHe2LNX2bigxsTetxDtElrwBubTmDOv7Zg9a586Azd94/si2gwoOyxxyHqOucMK93c4P/M0xx6OwiiUUTT3nJUvJqGpu0lQHsP8zxjveG3PAFuC8OgsO+++NRIxwKUrI6rlw88/ANNbWN7O0oyj8iYERFZq7z6PPxj1z96PPZ11tcoqC+wbEJEMhNFEZuLuf1Kf4zRjOm2INGG/A3YV75vUPdbuTNP0l4Q44swL6dB53c2QRCwcKLfOfcQfWbdMcx/fSu+P1ACYz/3EK1dtQpthw5JYr7/+AdU3t2H/1Lf2nJOourtdJz6PgfG5h7meQa7wPsvsfC8Lhoq9+5/h6MFC1CySl1Xw+V+oETUVYu+BfdvuR/N+u5zagDAIBqwYv8KC2dFJK/MukzJvpYapQYzA2bKmJF1u3rc1d0WJHpx74vQGwe2IFFudRM2ZUqH7942O3zI+XU1kD1EL+nHHqLa7GzUvP2OJOay4EK4Lr7E7LmPZPrqFtR8chQ1Hx2BvqL74lBKVzt4XDsePn+JhX2oqwwZWhcWoGSVQid3XYiI80CJqJMoinhq91PIq5f2OMwLnidpbyneMujeDCJb1HX4bXJAMhxUI3tFzaFQKpR4fPrjklhufS6+zPxyQPf5eKd07ueUIDckhXkMOb/eDGQP0WvfT8H+wu57iJqG3uo7i22luzv8nubQ2/4ytuhx6uc8VL6RjrbM7t9jQa2A64Uh8F2eCKepPqNqnmdfWICSVQqeMAWC0PnjWVNUgOZTJ2XMiIisyWfHPsNvBb9JYpeGX4q35r2FWG/pB1ivpr2KdmM7iEYDDr8duDifOFwZeaUk9m7Gu/3e0qmuWYc16SWS2G2zwy1SxPVnD9F9BXVY+u4e3PZJmmQP0dqVH6PtiHSKk99T/4DKy2vY87Z1YruIpj1lqHgtDU07S4Eehjs7TvWB7/JEuF4YCkUPHxCMZixAySppnJ3hGx4hiXE1XCICgLSKtG5Da8d5jMNTyU9BEAQ8lPSQ5FhWXRbW5a2zZIpEsihuKEb2yWxTWyEoMCdojowZ2Y774u+TLEjUrG/G6/tf79e1X+4tRJu+c+GfADcNLp7kZ/Yc+3L2HqJXxAX0eM6mzErTHqKFaYdQ/e9/S467LFwIl4svtkS6Nq3teB0q30rHqR9zYWzpvvKwXYgLfO6Jw5hrx0PlZi9DhtaPBShZra7zQLkfKBFVtVRh+bblaBc7ezRd1C54Y+4bpmGGsd6xuHis9E3U2+lvo0Vv3k3biaxN197PeJ94eGiGbxjoSOLp4Im/xv1VEvsl7xekVaT1eZ3W0I5P9hRKYjedFwa1Up632CGejnjrD1Pxy99nYW4ve4j+kFaIQ399EDh76K2HB/yefopDb/ugr2pBzaojqFl1FIaqHuZ5uttjzHXR8P5LLOyCXXq4A53BApSsVrf9QA9n9DmRnohGNn27Hg9ufRC1bdL91F6c/SJCXKUbvd8Xfx/sFJ1771W3VmP10dWWSJNINl3nf3L47cBcM/4ajPcYL4m9sPeFPhck+ulgGaobtaa2k50S1yaF9Hq+pUwMcMPqm6fh6ztmYGqXPUSvzt6CyFPSIcPujz8BlaenBTO0He3Nepz6KReVb+5H2/Hu08EEOwVcF4bC78EEOMZ6s4jvBxagZLUCxsVApe58A9lYW42T5WUyZkREcnp9/+s4WH1QErtjyh2YGzy327kBzgH408Q/SWKrjqxCZXPlMGZIJJ/a1tpu/390XZSL+qZSqPDEjCcksZxTOfg66+sezxdFESu7LD50bVII3By6r0wrlxnhnlh71h6iYfVl+GPWRsk52wOm4OKDdoPaQ3QkE9uNaNxZ2jHPc3cZ0PVbIwCOCb7wW54E1/khENSc59lfLEDJaqns7BAYM1ES43YsRKPT+rz1+CLzC0lsZsBM3B17d6/X3DrpVozRjDG129rb8PaBt4ctRyI5bS/ZDqPY+Q55vMd4BLkEyZiRbZrqMxWXR1wuif3n4H9Q01rT7dxdObXIOmtRH4UA3Hxe2HCnOGBn9hDdcE8yVuT9BPVZUxhO2TnhP7FLTHuIXrBiK344UNrvPURHIlEU0ZpZi8o301H/cx7E1h7meY51hc9fp2LM1eOgdLXr4S7UFxagZNVCJnXdjuWgPIkQkWyyT2bjmT3PSGIBTgF4ZfYrUCp6/8TZ2c4Zf50qndP1U+5POFp7dDjSJJIVh9+az/0J98NZ7WxqN+mbsCKt+57CH+6QbgN10SQ/BI9xHPb8BuvkRx/CoTBHEvt37FLU23e+1uK6Vtz3zUFc8vYObMmqGnVTn/QVzaj5+AhqPzkGQ3Vrt+PKMRqMuT4G3ndMgV2gcw93oP5gAUpWres80OJjh2DkdgpEo0ajrhH3b70frYbONwJ2CjusmLsC7hr3c15/VeRViHSPlMReS31t1L2popGtRd+CPeV7JDEWoIPn5eDV7cOrdXnrkF6ZbmqfqGzEthPSbVpunRVukfwGoy0zEzXvvieJOSy6CAk3Lul1D9GbV6f2uofoSNPepMPJ77NR+VY6tNmnuh0X7JVwvSgMfvcnwHGyF+d5DhELULJqPmHh0Dh3riSmbW5GVV6ujBkRkaUYRSOe2PkEChukK0w+MeMJTPSa2MtVUiqFCg8lSrdlSatM67ZaKJEt21O2B9r2zoVwApwCui2mQwNz7fhrMc5jnCT2wt4XYDB2DMf8uMvcz/gQdySEWueKw6JOh7LHHgcMnUNJlZ6eCHrmKdMeon9KDoVK0fceoicqG7sdt3WiwYjG7SWoeDUNzXsrgK6fTQqA0zQ/+C1PhOvcYAhqlk7mwO8iWTVBoeAwXKJR6uMjH2NL8RZJbGnUUiyJWjKg+8wMnIlZgbMksRVpK6Bv731lSyJb0vUDlfkh89lDM0QqhQqPT39cEjtx8gS+Of4Nqhu1WHugVHLsttnW2/tZ8/4H0GZlSWJ+zzwNlUdHweztYo/nrpiEzQ/2vYfoojc79hAtOWn7W1qJoojWozWoeGM/6tfnQ9R2H11nH+4Gn79NhceSKChdOM/TnFiAktXrth3LkYOy5EFElrOnbA/eOfCOJDbBcwIem/7YoO63PHE5lELnMLOixiJ8fbznlS2JbInBaMDW4q2SGIffmkeCbwIuDb9UEvv3gX/jw10ZktVigzwcsHCCr6XT65e2Y8dQ8/77kpjrpZfCdcGCbuf2Zw/RNeklmP/aNjy37hjqmnXDlvdw0pU1oebDw6j9LBPttW3djqs8NfC8cQK8bp8MuwDO8xwOLEDJ6nXtAS3NOga9tvsvDCIaGcqbyvHI9kckK3q62bvhjblvwF5pP6h7RrhHYNm4ZZLYexnvoV5bP6RcieSWXpmOBl2Dqe1m74apPlNlzGhkeSDhATipnUztJn0TvsmVzqW85byxUCmt7y11j0Nvvbzg+8TjfVzV9x6iAKBrN+LjXfk4/19b8NambDRru68Sa43aG3U4uSYbVe8cgDav++9+QaOE2+Kx8L0/AQ4TPa16FMHJtpPYUrTl3CdaKev7v4WoCzdfP7h6d36y2G4woPR4powZEdFw0bXr8MDWB3BS27nZtwAB/5r9LwQ49zw0rL/+EvsXycqWDboGvJfxXh9XEFm/rsNv5wTNgUqhkimbkcfb0bvbdk9G51QoHDrmprvYq3BNUrAcqZ1TzXvvQXv8uCTm/+wzpqG359J1D9GumrQGvLHpBOa8ugWf7C6w2j1ERb0RDVuLO+Z5pvYyz3OGP/yWJ8JldhAElXWWR0bRiD1le/DQtodwwXcX4IGtD/S4PZAtsM7vMNFZBEFA6GRpLyj3AyUamV7e9zKO1B6RxP469a+YGThzyPf2dPDE7VNul8S+zvoaBfUFQ743kRxEUeT2KxZwXcx13VbT1vj9AMCI66aHwNne+gr+1iNHUfP+B5KY6+WXweWCCwZ0nzN7iP563/l4ddkUBLhpup1T06TD0z8dtbo9REVRRMuhalSsSEPDrwUQdT3M84xyh++98fC4MhJKZ+uc51nZXIn3M97HJWsvwR0b78CvBb9Cb9TDIBqwLned3OkNCgtQsgkhXeaBciGikaOloR6VeTkQjdb5ySlZzvfZ3+O7E99JYnOD5uK2ybeZ7RnXx1yPAKfOnlSDaMCK/d339yOyBVl1WShvLje1NUoNZgYM/cMaklIr1Hhi+hOSmFJTDvsxe/HnmWHyJNUHo06H8sceA9o7Cy6ltxf8Hu976G1flAoBVycGY/PyuXhycQzcHdXdzrGmPUR1JY2ofv8Q6r7MQvtJbbfjKm8HeN40EV63TILaz6mHO8hLb9Rjc9Fm/PX3v2LhmoX498F/o7SptNt5a7PX2uS2Ytb3kQ1RD7rOA60qyENLQz0cXd1kyojMofjoIfz3hadgbDcgZHIclj72LBTK7vuR0ch3rPYYnk95XhILdgnGC7NfgEIw32el9kp73J9wPx7a3rk1y5biLdhXvg/T/KeZ7TlEltB1+G1yQDIcVA4yZTOyJfolwt04HacUe00xR9+N0NjfD8C6vuc1//kPtNnZkpj/s89B6e4+5Htr1ErcNjsc1yQF48PtefhoRz5a9dKexTN7iE4LG4NHLh6PhNAxQ35uf7U3aFH/WyFa0iu7D7UFIDio4HphCJxn+EOwwnm7RQ1FWJu9Fj/m/njO4bXBLsG4IvIKGIwGqJXdPxCwZtb3nSfqgaOrG7zDzlriXBRRfPSwfAnRkIlGIzatfBfG9o7FC4oOH0T2vt0yZ0VyqNfW44GtD0Bn7FxRUaPU4I25b8DVztXsz1sUtghTvKdIYq+mvYp2Y/fhWUTWjMNvLSezvAEluRdAbO8cpmlAC95Mf1O+pHrQevgIaj/8SBJzu+IKuMyfZ9bnuGrUeHDheGx7eK5V7CEq6tvR8HsRKl5LQ8v+HopPBeA8MwD+DyXC5bxAqyo+te1a/JL3C2797VYs/n4xVh5Z2Wvxaaeww+Lwxfh40cf4+aqfcdvk22yu+ATYA0o2JHRyHKoL8kztosMHMT55Vh9XkDXLP7gfdaXFktjB//2C8cmzZcqI5GAUjXhkxyPdhhY9lfwUxo8ZPyzPFAQBDyc9jBvW32CKZdVlYV3eOlwZeeWwPJPI3Iobi3Hi5AlTWyEoMCdojowZjWwf7ciHaHCFtuZCaHzXm+I/5PyApVFLEecTJ19ypxl1OpQ99qhk6K3Kxwe+jw9u+6r+8HHR4LkrJuHWWWOxYuMJ/HiwrNs5mzIrsTmrEkvig3DfhVEI8nA02/NFUURrRjXqNxSgvb77UFsA0Iz3gNvicKh9zPdcczhedxxrs9fi57yfJStZ92ScxzgsjVqKxeGL4WZv+6P/WICSzQidFIu0dWtN7aIjGTJmQ0N19t/lGSXHjqCmuBBewaEyZERyeC/jPewq3SWJ/WH8H3BZxGXD+txY71hcHHYxNhRsMMXeTn8bC0MXwlFtXW9SiHrSdQuGeJ94eGj6t7opDUxVQxt+yuj4kExfdx7U7mlQ2leZjr+490V8tfgrKBXyTiGpeeff0OXkSmJ+zz0LpdvwFyyhnk546w9Tccf54Xj1t+PYerxactwoAv/dX4KfDpbhxuRQ3DMvEmOchrboj7aoAfU/50FX1HPvqsrHEe6XhkMzznr+v2jWN2ND/gaszV6LwzV9j+RzVDnikvBLsDRqKSZ6TrTqbWEGigUo2YzA6IlQqlRoP72f1anKctRXVcDNx0/mzGigKnKzUXys51+8GRs34IJb7rJwRiSH7SXb8W7Gu5LYFO8peDjpYYs8/96Ee/F70e+mob/VrdVYfXQ17o67+xxXEsmv6/xPDr8dPp/uKYS+/cyYTiU8Wq5Bg/2/Tccz6zLx3xP/xbXR18qTIIDWQ4dQu3KlJOZ21VVwmTvXonmc2UM0Ja8Wr/yahQNFpyTHde1GrNyZj29Si3HH+eG4ddZYOA1wFWHDKS0afs1Hy8HqHo8rHFVwXRgKpyR/CEr5izZRFJFRnYG12Wvxa8GvaDW09nl+nHcclkQtwaKwRSP2A1EWoGQz1BoNAsbFSAqXwsMZmHIBC1Bbk/bz970eO7b9d8z+459hp7GuRR3IvIobi/HojkclsTGaMXh9zusWm88S6ByIGyfciJVHOt+0rTqyCkujlsLXybePK4nkVddWhwNVBySxecHmneNHHVp17fh8b6Ekduf0RTiiy5WOoDjwNhaELcAYjeUW3DnDqNWi7LHHgbNWk1f5+sL3sUf7uGp4ndlD9H/HKvHqb8eRU9UkOd6kNWDFxhP4dE8B7pkVjASxFNl7tqHsRBbUGg1CJ8dhbFwCQmPj4eDsAgAw6trRuK0ETdtLIOp7WDlfKcA5OQCuF4RA4SB/iXOy7STW5a7D2uy1yK3P7fNcd3t3XBZxGZZGLUWEe4SFMpSP/H87RAMQMjlOUoAWHT6IKRcskjEjGqj6qkqcSNkpiZ3ds61rbUXmjq2IXXCxDNmRJbQaWnH/lvvRqOscNqUUlHhtzmvwc7LsB0q3Tb4N3+d8j7q2OgBAW3sb3j7wNl6Y9YJF8yAaiG3F22AUO9+Aj/cYjyCXIBkzGrn+m16CUy16U9vNQY1lCUFYpH8Q20q2ocXQAgBo0DXgrfS38OzMZy2eY80770CXKy1w/P/5HJSu5l/EbSAEQcCiiX64MMYXa9JL8ObGEyirbwMAKMR2hLQWY3xVNiqPFGCjaDBdp2ttwbHtm3Fs+2YIggJ+keMwMXg2PCu9gJaet2zTTPCE2yVjofaS98Nro2jE3vK9WJO9BpuLNkNv1Pd5frJ/MpaMW4L5wfNhp7TOfUiHg/UsAUXUD6Fd9gMtOpLB/SNtTPqGnyR/Z55BIUi8bKnknIz//WKT+1rRuYmiiOdTnsfxk8cl8fvi70OSX5LF83G2c8Y9cfdIYj/l/oRjtccsngtRf3H4rWUYjSI+3pkvif1xeggc7VTwdfLFXbHS6SJrs9fiUPUhS6aI1oMHUfvxKknMbekSOJ9/vkXz6ItSIeCaxGD8/uAcPBpvj4WnduKWok9xWeUGjGvOgfqs4rMrTzt/TGqeBs/8MT0Wn2o/J3jdNhlef5oga/FZ0VyB9zPexyVrL8EdG+/AbwW/9Vp8+jj64M4pd2LDkg34YOEHuCjsolFVfALsASUb4xseCTsHR+haOz5xbG1sQHVRAXzO3qKFrFZbUxMO//6bJJZ42RKETIrFvh++g3j6E/3qogKUHc9EYPQEOdKkYfTdie/wU+5PktiC0AX488Q/y5QRsCRqCb7K+go5p3JMsdfSXsPKhStH1KIPNDK06Fuwp2yPJMYCdHhszqpCfk2zqa1WCrhpZpipfUPMDfg+53vk13cWqS/sfQFfXvKlRRYkMra1dR966+cH30flG3rbk9qSImTu3IrMndvQXF2J/qxv7qhyRazHXIQ4x/R4vK29GYdP7kCrog1hBxIwVkyAb0QkFBZcCEpv1GNHyQ6syV6DnaU7JaMSulIKSswJmoOl45ZiZsBMqBSjuwQb3a+ebI5CqUTwxCnITUsxxQoPH2QBaiMyNm2AXttmajt5jEH0eXOgUqsRnjBN8vd68H+/sAAdYQ5VH8JL+16SxMa6jcU/z/unrIWeSqHC8sTluGtTZ29GakUqthRv4Rt7sjp7yvZA29653USAUwDGewzPlkWj3Yc78iTty6YEwNdVY2qrlWo8Pv1x3P6/202xY7XHsCZ7Da4Zf82w51f99jvQ5Ut7aP3/+U8oXVyG/dnn0lhXg6xd25G5c6tkC73eNCidccI5CsVOUbhG4YKLVB5QC92LyXbRgBP1aTh2ag8Mog5oBMpzj2PPf7+ExsUVYVOmYuzURITFxsPRdXhW/y1qKMLa7LX4MffHXvfrPCPEJQRLopbgisgr4OXgNSz52CIWoGRzQifHSgqVosMHkXTZEhkzov4w6PU48Os6SWzqRZdBpe5YcCZu4SWSv9cTKbsw78+3w9HN3ZJp0jCpba3FA1sfgMHYOdTKUeWIN+e+CSe1k4yZdTgv8DycF3ieZEuYFftXYHbgbJvc5JtGrp6G37Kn3vwOl9Rjb36dJHbLrLHdzpvhPwOLwhbht4LO0T1vH+jY0sld4z5s+bWkH0DdKunQW/err4bzbPn2R29rbkL23t3I3Lm1Y72Oc0yl0Tg5Y9yMWfCYMh2f5SugyKjBv6GBVy8zBAubs3G47nc0G+p7fn5jA7J2bUPWrm2AIMB3bCTGTk3A2LgE+EWOG1LvqLZdi42FG7E2ey1SK1L7PNdOYYcFYQuwNGopEn0T+f9nD1iAks0J6TIPtCTzKAx6vamQIeuUtWsbmk92/mOuttcg9sLOhYZCJ8fB3c8fpyrKAQDGdgMOb9mI6VdebfFcybwMRgMe3v4wKlsqJfHnznsO4e7WM3phecJy7CnbYxpGVdhQiG+Of4MbJtwgc2ZEHQxGA7YWb5XE2Es/PFbulPbaJYd7YlJgzz1qyxOXY3vJdtP2GvXaerx14C08nfz0sORmbGtD+eOPSwo8VYA/fB6xzBZWZzPo9chPT0Xmzq3IO5CKdn3fi+6o1HYIT5iGmFlzMXZqApSqjvdukzxPovpQC4QeatbjaMc7aMMhRy/4KeYitLUIoa1F8NbV9v4gUURlXjYq87KRsuZraJxdEDplKsbGJSAsNh5O7v3bG/R43XGszV6Ln/N+RoOuoc9zx3mMw9KopVgcvhhu9sO/96otYwFKNmdMQBCcx3iiqa7jF49Bp0X5iUwET5wic2bUG1EUkbZurSQ2ef5CaJydTW1BoUDsgkuw7bPOLTEObdqApMuXWHROB5nfOwfewb6KfZLYnyf8GYvCrGsF60iPSCyLWoZvT3xrir2b8S4ui7iMbybIKqRXpkveBLvZu2Gqz1QZMxqZyutb8fOhckns9vO7936e4efkhzun3Ik30980xdacWIOlUUsxyWuS2fOrfvMt6AoKJDH/f/4TyrP+TR1OotGIkswjyNy5FSdSdkHb0tzn+YKgQPCkKYiZNRdR02bC3lG6t6W+ugW1X2R1Kz71GiV2B9rjs8ZmZFW1A4ISZQ4BKHMIwB7MgJOhGSGtxQhtLUJIazHsT+/p3JO2pkYc370dx3dvBwD4jI3A2LhEjI1LgH/UeCiUne8zmnRN2FCwAWtPrMWR2iN9vjZHlSMuCb8Ey6KWYYLnBPZ29hMLULI5giAgdHIcjm773RQrPJzBAtSKFWSko7akyNQWBAXiL7mi23kT516IXV9/BoO+4x+Rhuoq5B/Yj4iEaRbLlcxrU+EmfHzkY0ks0TcR9yXcJ09C53B33N34Jf8XNOs73lA16BrwXsZ7eGTaIzJnRtR9+O2coDmjfjGT4bB6dwEMxs5qKNzbCXPH+fR5zZ8m/Ak/5PyAgoYCAIAIES+kvIAvFn8BhWC+TSda9u9H3SefSGLu114L5/POM9szeiKKIqoL85G5cyuydm9HU23fcx+BjoUjY2bNxfiZ58PZo+f9UY0tetR+cgxi21kr4QqAy9xguMwNwlh7Fa4HUNesw778WqTk1SElrxZZFY1oVjkh0yUamS7REEQj/LSVCG3p6B310fWdX1V+Lqryc7H3+29g7+SE0MlxUEb4IEWTjV+rN5t6s3sT5x2HJVFLsChsERzVjn2eS93xtxbZpJAuBWjRkYMAbpQtH+pb197PcTPOg5uPb7fzHJxdMP6883F06yZTLON/v7AAtVH59fl4cteTkpiPgw9enfOq1b5p9nTwxO2Tb5f0ZHyd9TWuHX8twtzCZMuLSBRFbC7i9ivDrVlrwJd7iySxW2eNhULRd8+WWqnGY9Mfw50b7zTFjtQewdrstVg2bplZcjO2tqKsy9BbdUAAfB56yCz370lDddXpFWy3Sj5I7o2brx9iZs1F9Hlz4BkY3Oe5YruI2q+yYKiRFntuF42FyxzpvrZjnOxw0SR/XDTJH8CZgrSjGD1TkJZr/FGu8UcKpsPR0IKQ1iKEthYjpLUYGqMWvdE2N+NEyi4gBXADcKGrO0q97VHi3Ypqdy3E058fuNu74/KIy7Ekagki3CPO+b2g3lnnOwCicwiZFCtpV+RkQ9vSDHtH+RczIanK/FwUHcmQxBL7WDQqbuFiSQGan5GOUxXlcPfzH7Ycyfxa9C24f8v9pp5EAFAJKrw+93WrXwnwhgk34Nvj36KsuQwAYBANeGP/G3hr/lsyZ0ajWVZdFsqbO4eFapQazAyYKWNGI9N3acVoPKs3zsNRjaXxQX1c0WlmwEwsCF2AjYUbTbG30t/CgtAFZhnGX/3mm9AXSotA/xeeh9LZvO99WhsbcCJlJzJ3bkVp1rn3RHZwdcP45NmImTUX/lHj+z0MtX59HrTZpyQxx3gfOJ8feM5rOwpSP1w0yQ8AcLJZh30FZwrSOmRVAFmqaGSd7h311VZ1zB1tKYKvrrrPe3s22MGzwQ5Tct2gUxmhDXLE+ISZWDTvOozx5nsRc2ABSjbJ2WMMPINCTJ/GiaIRxUcPIzJphsyZUVf7f/5e0g6aMAl+EVG9nu8XEQXf8ChU5mV3BEQRGZs2YM4NtwxnmmRGoiji6d1PI7c+VxJ/KOkhxPnEyZPUANgr7XF/wv14aHtnr8Lm4s1IrUhFkl+SjJnRaNZ1+G1yQDIcVA4yZTMytRtFfLyrQBK7cUYoNOr+r0PwUOJD2Fm60zSE85T2FN5Ofxv/SP7HkHJrSUtD3aefSWLu1/0BTsnJQ7rvGXptG3L370Pmzq0oOJgOY7uhz/NV9vaISkpGzKy5CJkcB6VqYCVF874KNO0qk8TsQlzgcVXUoOZRejjZYdFEPyya2FGQnmo500PaUZRmVihQ6eyAA26NcHHMQ1C9FkFVDgio0UCj7/3v186ggF1BG8oKNmPVms3wDglD2NSOuaMB42IG/LqpA79rZLNCJ8dJhoMUHj7IAtTKNNRUI+v0hP8zEi8995Y5cQsvwW/vdfY2HdmyETOvuR5qO3uz50jm93nm5/i14FdJbHH4YlwXfZ1MGQ3corBF+CzzMxyqPmSKvZr6Kr6+9Guzzuci6i8Ovx1+G49VoKiuxdS2UypwQ3LogO7h7+yPO6bcgbfSO/8N++7Ed1gybgkmek4cVF7GlhaUPf6EdOhtYCB8ly8f1P1M921vR9GRDGTu3IrsfXugb+t73qOgUCAsNh4xs+YiMnEG1BpNn+f3RptXj5M/5khiSjc7eN44AYLaPL9f3R3tsHCiH+bFeGJ7STm+zfoZe8p3Q4QROgB5zkBeYDMEEfCst0NQlQMCqx3gVW+Pvsrf6qICVBcVIPXH/8LOwQEhk+JOb/WSCBdP6x7dY01YgJLNCpkch/QNP5naRYcPypcM9Sh9/Y8QjUZTe0xgMMKnJp7zuvEzZ2PbZyvR1twEoGP1uhN7dmLinAuGLVcyj/2V+7EibYUkFuURhadmPGVTqwMKgoCHkx7GDes7t2DJrMvEutx1uCKy+wJaRMOpuLEYJ06eMLUVggJzgubImNHI9NGOfEn7irgA+LgMvMg6syBRYUMhgI4FiV5MeRGfXfLZoD7AqlrxBvRFXYfevgCF08CH3oqiiMrcbNNiQi31p855jX/UeMTMnofxybPh6Dq0ocSGujbUfnEMaO8spgW1Ap5/mgili92Q7n22woZCrM1eix9zfkRtW+/btYgCcMrFDWW6BOiQAHs3VcfKui0d80cdjG29XqtrbUVO6h7kpO4BAHgFhyIsrmPf0cDoCaYtZqg7FqBdiSJgQ2+SRrOgmEkQFApTgVNXVoLG2hp+AmUl2pqbcOj33ySxxEuvgqA49z++ansNJs69EPt/+cEUy9i4ngWolatuqcbybcthEDuHbrmoXfDm3DdtcpXAWO9YXBx2MTYUbDDF3k5/GwtCF9jk6yHbtaVoi6Qd7xMPD03/9jGk/jlQdBJphSclsdtmD26fYjulHR6b9hju2nSXKXao5hB+yPkBS6LOPQrobM379uHk559LYh5//COcZkwf0H1OVpQha+c2ZO7cipPlpec83yMgCDGz5iDmvLlmW4PBqDWg9tOjMDZLh/d6XDMOdoFD30KmzdCGTUWbsDZ7LVIrUvs8115pjwWhC7AkagkSfRPR0GZA2uk5pHvz/fB76TgYjSJ8dNWmlXX9tJV99o7WFBeiprgQaevWQmWvQejkOIyNS8DYqQlw9ep7FeXRhgXo2aqygO/vABY8B4TPlTsbOgd7R0f4R45H2YlMU6zoSAaLFCtx+PffJMN5HN3cETNrbr+vj11wsaQALc8+jsq8HPiGR5oxSzIXvVGP5duWo6ZVuvT9C7NeQIhriExZDd29Cffi96LfoTu9v1xVaxU+OfoJ/hL3F5kzo9Gk6/xPDr81v5U7pb2fs6O8MN7PZdD3Oy/wPFwQcgF+L+pcsf/N/W8i0j0Sng6ecLNzg5Paqc+RIcbmZpQ/IV1JXB0UBJ8HH+hXDi31p5C1eweydm5Fec7xc57v5DEG0TNnI2bWPPiMjTDrqBXRKKLu6+PQV7RI4q4XhsBxsveQ7n287jjWZK/Bz3k/o1HX2Oe54zzGYWnUUiwOXyxZGMrNQY0LYnxxQUzHCv0NbXqkFdRhb14dUvKisLa0HnaGNgSf3nc0tKUYjsbehywbtG3ITUtBblpKx/39gxAZn4ixcYkIjJkIlXp0946yAD3b/54EyjOAT68Axl8CLHwe8OQyy9YsZHKcpAAtPHyQBagVaDfoJcOjAWDqRZdBZdf/4TUe/oEInTIVhYcOmGIZG9dj4Z1/N1ueZD4r0lYgvSpdErt98u2YFzJPpozMI9A5EDdOuBErj6w0xVYdXYUlUUvg69R9KyEic6trq8OBqgOS2Lxg2/7/ytqUnGzBhiMVkthgez/P9nDSw9hVugtt7R3DOE9qT+L69debjqsEFVztXeFm7wY3O7eO/575snPDhE92wau4WHJP9+eehODY+wgMXVsrclJTkLlzKwoPHZBMg+mJnYMDoqadh5hZcxE8aTIUiv4vuDQQDf8rRFtmnSTmMNkLLvMH9wFlk64J6/PXY232WhytPdrnuU5qJ1wy9hIsjVqKCZ4T+lVYu2rUmB/ti/nRHb/nG9v0SCs4iZTTe5FuKTmFMW3S3lEFxF7vV19egv2/lGD/Lz9AUNsjIGYyopOmYWxcPNx8/Ab24kcAFqBnZG8EcjqXzcbx9R2xaXcAcx4CHDjUxRqFTo5FypqvTO2iwwchiqJNzTUbiY7v3oGmus45Fyp7e8QuuHjA94lbuFhSgGbu3Ibzb7gFGqehD9Uh89mQvwGfZ0qHiCX7J+OeuHtkysi8bpt8G77P+R51bR1vnloNrXjnwDt4ftbzMmdGo8G24m0wip1FxHiP8Qhy6d+2INQ/q3cVoN3YWTyM83XG+VFDn84T4ByA26fcjncOvNPjcYNoQF1bnel3y9kmFhpx/npp8bghQcCq7L9CmaOEm70bXO1OF69qV3hXKOGU0wRFbh2gb+8zL4VShbFTExEzay7CE5KGfYG/lgNVaNwqLaTVgc7wuHochHPsr3o2URSRUZ2BNdlr8FvBb6aVhnsz1WcqlkQtwcLQhUOeNuGiUWNetA/mRXcMpW1s0yOt8OTpHtJabCiqREDz6d7R1mI4tbf0ei9Rr0XpoTSUHkoDAKjH+CJ8aiImTZ+OoJhJA/qw3laxAD2jeF/3mFEPpPwfkPEVMO9xIOFmQMlvmTXxjxoPtb0Gem3Hp4vNp06itqQIXsEDW7WOzEcURaStWyuJTZq7AA4urgO+V3h8Elw8vdFY27Fnl0GnxbFtvyP+Ei4CYy1yTubg6d1PS2L+Tv545fxXoBymT9ItzdnOGffE3YN/pvzTFPsp9yf8MeaPmOA5QcbMaDTg8Nvh1dimx9ep0uLotlnhZvsg+6aJN+HnvJ+RX59/7pNPs9eJ+Msv0uKzwh34cm7HGgrtYjvqWuugLG+Gb2kDAiocodGd+/dt5RgtykOMaBrrgDTXTLg1l8F97/qOYtbe1dQL627vbuqFdbV3hYudy6BX/9YVN6JuzQlJTOGshueNE6Cw69+/EXVtdViXuw5rs9cirz6vz3Pd7d1xecTlWBK1BBHuwzeK0UWjxrzxPpg3vqMgbdJ2zCHdm1+HlNwalOXlIri5ECEtxfDXVvTZO6qvq8Tx33/B8d9/gahUwyksGjFJSYhLTh6xe6Czmjpj/hPAuIuAXx8FSroUo611wPrlQOpHwKIXgMgL5cmRulGq1AiaMAn5B9JMsaLDB1mAyqjw8EFUFxWY2oKgQMIgC0aFUokpFyzCrm87e9cO/m89pl58OXu5rUCjrhH3b71f8im0WqHGG3PfGHELpCyJWoKvsr5CzqmOrQNEiHgt7TWsXLiSP4s0bFr0LdhTtkcSYwFqXt+kFqNJ27kojpezHS6PCzDb/e2UdvhgwQf48NCHyG/IR722HvXaejToGnrtwbthsxE+9Z1tI4D/XKqE1k6AW5MK4aXOCC9zhEvruecR1rnokBfQjPyAZjQ7nO4Z1QKo7v9rUAiKzt7W00Vp1yLVVLieNZTYsdUONZ8eBQxnFV8qAZ5/mgCVe9+9rkbRiJTyFKzNXovfi36Hwdj7vqQCBCQHJGNJ1BLMC54HO6XlexCd7VWYO94Hc08XpM3aGdhfeBIpebXYd6IU9TnHENRciNDWYji3N/d6H6Fdj5bcw9ifexj7v/4YBmdPeIyfgviZyYidljBitqNjAXq2oATg1v8BR9YAm54B6qWfiKE6C/h8KRC5oKMQ9R4vS5okFTo5TlKAFh4+yB4yGXXt/YyaNrRP8CZfsAh71nwFY3vHP5wny0tRdCQDoZPjhpImDZEoinhy55MoaCiQxJ+Y/gQmeg1urztrplKosDxxuWRVy9SKVGwp3sKCgIbNnrI90LZrTe0ApwCM9+B7D3MxtBuxaleBJHbjjDBo1OYdveHn5Id/JP+jW7zN0IYGXYOpKK3X1UO/Lx2hBz6WnJc2OwB+ahfE7NbB7dS5eyKbNAbkBzQjL6AZJ131Q87fKBpxSnsKp7Sn+n2NvVGNVwsfQFSbtENg48QDqCjfAbc6N9MwYlMxe3pRoA35G/B99vcoay7r8xk+jj64KvIqXBV1FQKdAwf8uoaTk70K54/zxvnjvIGLotGim9NRkObW4ODhLLTlHUVQSxH82yqgRO/zdFVNtWjcvwXb9m/BZkEJg084/CZNxXnx4Rgv5AJTbwT6sbuAtWEB2pUgAJOXAdGLgT3/Bna8Aei7fFKRsxHI3Qwk3QbMfRRwHCNPrgSgYyGis5VkHkG7wQClij/ellZdmC+ZswkAiZcNbMn5rpzcPRA1bSaO79lhimVsXM8CVGYfH/m429DAJVFLsHTcUpkyGn7nBZ6H8wLPw67SXabYiv0rMDtwNtTK0b2iIQ2PnobfssfdfH49WoHSU529kPYqBW6YYblVuzUqDTQqDXwcO3rN2puakf+fF6EHoFcoUOHuhHI/L9Q0KhGWbgDQe6Gh0NhBHRMIQ/QYCD4KeOoaoNLVdxa32nq0GHqfl2hWInB/+Y3dis/vPP+Hj3U/AFmDv7VKUGFO8BwsiVqC8wLOs5mpHo52KsyO8sbsKG/gohi06C5DeuEppGSV4PiBdBiLMxHcXNRn76hSbIeyMhsnK7Px8+/ATnUrmkOO4m8vvGJzvxf4Dr03agfg/IeAuBuAzc8DB78Azh6/LbYD+94HDn0DzH0MSLoV4BsQWXgFh8LRzd20mbKutRUVudkIHB8jb2KjUNfez8DoifCPGvqn9XELF0sK0JzUFDTW1cBlDPd8lUNKeQrePvC2JDbBcwIen/64TBlZzvKE5dhTtse0KExhQyG+Of4Nbphwg8yZ0UhjMBqwtXirJMbedvMRRREf7pDOy1wSHwRPZ/mGOJa/8gqKm06hLNQXVa6OMJ7p2RJ7nj+oVKsRET8N0bPnYmxc4jm39tC361HfpSjtT7u5a0fMOfyh9iLMaUiUxPY6H8Zq7x8HdJ+zhbqGYknUElwecTm8HGz/335HOxVmRXlhVpQXcFkcWnXt2F9Yh737j6LwUDpUZcfh31rW59zRU3oHaKrybK74BFiAnpurP3Dl/wHTbgN+fRwo2i093nYK+PWRzvmhUQs7elHJYgRBQMikWGTt2maKFR0+yALUwhpra5C1e7skNtTezzMCYybCMygEtSVFAADRaMTh33/DzKuvP8eVZG4VzRV4eNvDklU53ezdsGLuCtgrR8bclL5EekRiWdQyfHviW1Ps3Yx3cVnEZZI95YiGKr0yHQ26BlPbzd4NU32mypjRyLK/8CQyik9JYrfOCrN4HqLRiJKsozj032+Qc2w/DGPPMWVFEBAycQpiZs1F1PSZsHd06vez1Eo1vBy8BlzA6Y16NGgbuhenPRSsIWWe+HP1JZLrC+zL8K+AVTAKvRdTPbFX2mNB6AIsiVqCRN9Emyy0+svBTolZYS6YJbQD7tUwntgPQ3UeClvcUdDkgfwmDzQaNN2ui3HrvoKyLWAB2l8BU4Gb1wOZPwH/+wdwqlB6vDYb+PIaIHwesOhFwJcrI1pS6OQ4SQFaePggkpddJ2NGo0/6hp9M8zSBjn08I+KTzHJvQRAQt3Axfv/4XVPs0O+/YfpV13KotQXp2nV4YOsDOKk9aYoJEPDK7Fesbv7NcLo77m78kv+LqVegQdeA9zLewyPTHpE5MxpJug6/nRM0ByoFf9+Zy0ddej/njfdGpI+LxZ5fXZiPzJ1bkbVru2mld6h6H07qMzYCMbPmInrm+XAe42mhLDuoFWp4OnjC06Hv5+rKmlC9IwPi2XMaHZQI/HM83nf8sOce1i6xJn0Tgl2CcVnEZbhk7CUj/4O9ujwge1PH9L78HcDphakUAOyUQJRLLaJcaiGKQJ3OEfmni9GSFjcYoYBvXHJHD7mNFef8TTYQggBMuAKIWgTsfRfY/jqga5Sek7cFeO+8ji1b5j0OONn+MAFbEDI5VtIuz86Crq0VdhoHmTIaXbQtLTi06VdJLPHSqyCYcWJ8zOx52P7laujbOn45N5+sQ25aCsbNmGW2Z1DfXtn3Cg7XHJbE7o67G+cFnidTRvLwdPDE7ZNvx5vpb5piX2d9jWvHX4swtzDZ8qKRQxRFbC7qMv8zmMNvzaWwthm/HauQxG6bHT7sz22oqULmzm3I2rkVNcWF5zzfzce3o+g8by48g4KHPb+haG/UofaTYxD1ZxWfCgHeN06AfZi7bHlZHX0rULATyNkEZG8E6nL7dZkgAJ5ebvCcMQ+JkQvQ4DMNO/ZlImrRXJsrPgEWoIOj1gCz7gfiru+YH5r+KaTzQ41A2krg8H+BOQ8B0+4EVCN/U1k5uXr5wMM/ACfLO1ZMM7a3oyTzCMKnmqcHjvp2ePNv0LV2Lm7g4OqGmPPn9XmNKIrYezwd2385ivZ6JUJnOuPahZf2uqCAvaMjJsyei4yNG0yxg/9bzwLUQn7I+UEy7BQAzg86H3dMuUOmjOR1w4Qb8O3xb02rNBpEA97Y/wbemv+WzJn1TRRFNO+rQOvhGijd7eEw0ROaSA8IattbRXEky6rLQnlzualtr7RHckCyjBmNLKt2FUimVcb4u2JmxPD1KlbknMD2L1ah+Njhc55rZ2hHmH8wEv5+P/yjom1i2KloMKL280y012slcfcrImAf7i5PUtakNrej2MzZ2FF8Gtr6d51CBQTPAKIu7NiBw3eiqdh0BbB4sfm2C7I0FqBD4ewDXP42MO124NfHgIId0uPaeuB/TwJpHwML/tmxsq4N/CKxVSGT4kwFKNAxD5QF6PBrNxiQvv4nSWzqokt73atK267FL1kbsPeXXATmT4aTGAQAqPnRgJtq78Q982/DDP8ZPV4bu+ASSQFafPQQakuKrf6TYVuXWZuJ51Oel8SCnIPw4qwXB705ua2zV9rjvoT78PD2h02xzcWbkVqRiiQ/6/y9Y9S14+SabLRmdG4A2JJWCcFOCU20BxwmeUEz3gMKe741kFvX4bfJAclwVDvKlM3IUt+ix7dp0m32bps1dlgKPVEUcWjTBmxe9QGM7b3vY6lsN8K3oRkBJ5sQ4OWLiNfehkLTfb6fNRJFESe/z4GusEESd54ZAOfpg9+CzabpWjpqguyNHT2dJ/PPfc0ZroFA5IUdX+FzAY3rsKUpJ/4rYw5+k4E/rwOOrwd+e6L7D1pdHvDN9UDYbOCilzrOJ7MLnRyHjI3rTe3CwxkyZjN6nEjZ2Tl/BYBKbYfYhZd0O6+iuQLfZH6DA9vzMTF/HkL00sU0lKIK3kcn4HbD7ZgbPBfLE5cj1FW6hLt36FgERk9AadYxUyxj03rMv+lOM78qOqNeW4/7t94v2YvQXmmPN+e9OfLn5pzDRWEX4fPMz3Go+pAp9mrqq/j60q+trjA3nNKi9rNj0Jc2dTsm6trReqgGrYdqAJUATZRHR89ojCeUTlzdXQ4cfjt8vkotQouuc70CHxd7XBZr/p4kvU6L3z/6D45u+73H44JCAT+NE3wyc+Db0AyVUQQUCgR9+KLNFJ8A0LSjFC37KyUx+0h3uC0e/iHNVkMUgdqcs3o5dwHt2nNfBwAKNRAyA4ha0NHL6RMzKjqrWICaiyB09HBGXgjs+wDY9mpHD+jZCnYA780G4m8E5v+joweVzCZ44pSOv4fT42pqigrQfOoknNw9ZM5s5BJFEWnrvpfEJs69EI6ubqbj6VXp+CLzC2QdLsL0/CuQ1NL7BzARdXE40BSErcVbsbN0J66Lvg53TrlTUujELlwsKUCPbv0ds//wZ6ht6B9sW2EUjXh0x6MobSqVxJ9Kfgrjxwx9ex1bJwgCHkp8CDduuNEUy6zLxLrcdbgi8goZM5PSFjag9rNjMDb1Y0N6g4i2zDq0ZdYBimzYj3WDwyQvOEzwhNJt5K9ybA2KG4tx4uQJU1shKDAneI6MGY0c+nYjVu8qkMT+PDMMdirzfmB0qrICP614EdUFed2O+UeOR/SsuQgWVKi57wHJMc9bboZDXJxZcxlOrVl1qN8g7XRReTnA84/REJQjvIjSNQP52zt7ObsuTtoXt+COeiFqATD2fMDecotfWQsWoOamsgdm/g2IvQ7Y8iKwf1XHnFATsWPO6JHvgdkPADPu7phTSkOmcXaGX3gkKnKzTbGiIxmImTVXvqRGuOKjh1BVcNYEekFAwuIr0GZow/r89fgy80tUlNVhRuHlWHzy0n7dc1rxYqyPeR8GowGfHfsM63LX4Z64e7Bs3DKoFCpETZvZZd/XFmTu2oopF1w0DK9wdHs/433sLN0piV07/lpcHnG5TBlZnzifOFwUdhF+LehchOvt9LexIHSBVQyZbE6twMkfcoB26fYHKl9H2I91Q+vRWhgbdT1fbAS0ufXQ5tbj1I+5sAtxgcNELzhM9ITKiwu8DZctRVsk7ak+UzFGM0ambEaW9YfLUdHQOf/OQa3E9dNDzPqM/ANpWP/Oa2hrlo42UGsccNFf7sW4GbPQ3tCAvMukv0ftIiLg9be/mTWX4aSvbEbdV1mSJVAEjRKef5oAheMIHDkhikD18Y5iM2cjULj7/9k76+iorq8NPyNxdyGGEyRBgrsWL06xGtSo/KhAvf3qQr2lRgstxaXF3d0JHizECHG3ycj9/riQyc0kITJJJjDPWllwz7UTmZm7z977fUFbxntnSRSWENBVn+X0aP5AZDnLwxyA1hR27jD8G+g4A7a9JarjFqcwG3Z9IAaoAz8S1XUf8D9GYxDQpq0kAI0+H24OQGuQExv+lWz7tWvLwvgV/LvvX/JzC+kQ9xC9EnqiEAzfagSFluZ9PWjUyJetv18oGg/IaIl3ViMSHMWV4wxVBp8c+4TlEcuZ3XE23Rt0p02/QRz7Ty+IE759M236PVQvxBrqC/vj9vPL2V8kYyEeIbze0Ww1UpJZHWaxO2Y3hTrxYSQpP4m/L/7Nc22fq7M5CVqBzE2R5ByON9hnHeyK6yPNkVspcR7ZmMLYbPIvppB/IRVtWtniGIUx2RTGZJO55SYW3nbYtHbDprU7Si9b82vPiJTs/zSX3xoHQRCYf0CakRzXwQ9nW+OIRAo6HUfWLOfImmVIFI4AV18/Rr76dpFeQeJnn6NJLFa2Kpfj+9mnyK3qR5WBNldNyqJLCCp9KTMycJscjIVn3S+8GQ1VdrEs5y7IjKn4uc4BYrDZdKDYgmdlX3PzrIeYA9CaxqslTPsPrm0X+0NTr0n3Z8TAqscgoBsM/lT0GzVTZQLbtOX42lVF2zHnzyIIgvnhqAZIiYkiKvyUZOx3660kny8kOLErHWOHYqMp/Q23UZg7PcY0w8HVGkEQ8GnixO3r+pL1HrdGs9rhayj2a7uReYNndz5LjwY9eL7jdGRr5Qh3qguSoyK5fS0C32bBxv9GH0Bis2N548AbCMWWtl2tXfm699dYKO7Dle1q0sC+AVNbTmXBhQVFYwsvLmRM0zF42XnV+nx0eWpSl0agup5hsM+hnz+OAwKRycUXl0wuwyrQEatAR5yGNER9O5f8i6nkX0hBk5hncP5d1Am5qBNyydoZg9LNGuvWYmbU0s+h6NpmKk9aQRpnks5IxvoGlK8obqZiHLuZxoVbeqEcmQye7NHQKNcuyMlh809fcfPMSYN9TTt3Y/Bzs7C0EQOz7L17yfxP2rriNn06NiEhRplLTSNodaQtuYw2VbpY5TSsEdbN6nnLkyBA0mUxw3l9J0QfAV0FWhcAFFYQ1P2OgNBAcG9qTiyVgzkArQ1kMmj2EDTuByf+hL2fQUGG9JiYw/B7X2g7WewPdXxAlcOqiW+zYJQWlmjUYiYiOzWZjIR4XHwa1PHM7j+Orl8t2U50KcCSQMafHY1rful/v14NHekxoSneDfU9nTKZjC4PN+a/r08XjblnBPC8+xwWZP5I/h1T5rscvHWQI/FHmNKwDfLI9KLx8O2bzQGoESjQFPDK3lfILuZxLJfJmdtrLt523nU4M9NmRpsZrL2+lrSCNADyNfn8eOZHPu7x8T3ONC7qxFxSFl0yeDiUWchxGdcM21CPMs+VyWRY+tpj6WuP08BA1Ml5YjB6MRV1bHaZ52lSC8jZF0fOvjjkjpbYtHLDppU7Vg2d7v8+MCOzL3YfumJtO81cmuHvYFb5NgZ/HJD2Kg4I9qKhu121r5sUFcn6rz8hM0kqxCOTyek55XHRE/tOIKLNzCThvfclx1k1bYL7iy9Uex61RcaGSFSRUo0T2zAv7LvXU0uQgiy4uU+f5cyKq/i5LkHFspw9wLL6f08PCuYAtDZRWECXZyFkAuz7Ao7PB6FY+QIChC+Bi2tFn9FuL4CFuc+mMigtLWkQ3Iroc/oV5OjzZ80BqBGJy45j+cm/EQ4eRl4sRWll0YXhl0svFbN3saLbmCY0CfMsNRvt29SZgJauxFxKKxpzO9+CDS9t4Kfwn1h3fZ0kG6cVtOxyi2BgpD67dPXIAfo8OqNIAMlM5REEgY+OfkREWoRkfFb7WXTy6VRHs6ofOFg68Hzb5/no6EdFY+tvrGdy8GRaurWslTnkX0olbfkVhEKtZFzhZIXboy2xbFC5EjALD1ss+tji2McfTaaKgjuZUdXNTEnfV3F0WYXkHrlN7pHbyG2VWAe7YdPa7DVaUQzKbwPM5bfGIDI5h10R0gBxhhGynxf37WLn/HlFi953sXF0Yvj/XiegtTSrmfjpZ2iSkvQDCgU+n36G3LJ+eMXnHIkn9+htyZhlkCMuo5rUn0ozQYDEi3eynLsg5gjoyrbIkaC0FgPNu0GnayNzlrOKmAPQEmi1OhSKGv6QtHWFIV9A2JOiT+i17dL96lzY8zGc/hsG/B+0Hmv+A68EAa1DJQFozPlw2pZiC2Km4giCwNHbR1l6eSn74vbRLsKJEKFYoCd3wquwj6RkFkBppaDDQwG0HRCA0lJR7j06P9xIEoAmRWeTe1XOR90/4pEWj/Dl8S85naTPkt5yLyDLVo1jnlgSqtVoOL97O51Hja/29/ugsurqKtbfkHq6DggYwOOtHq+bCdUzxjQdw9LLS7mRKQpzCQh8dfIr/hz0Z40+nAmCQPbeWLK2RxsEhpaBjrhNDUbhUL0HXKWTlejr180XbU4hBZfTyL+YSsG1dAOBo7vo8jTknUok75TZa7Qi5KnzOBJ/RDJm7v80DgsO3ZS0ZbZp4ESnhlUXdtJq1Oz5+w/Obt9ksM+nSXNGvPImDm7ukvHs3XvIXLdOMuY2YwY2bVpXeR61ScH1DDI23JCMKZytcJsajMzIKsJGpyATIvfqs5zZhr3xZeLaWK9YG9TDnBgyEuZPgGIUFmhY+80ZmnfxJrRfLZS8eDSHKavEOvNtb0OyNOtAZiysmQ7HfhP9Q/3Can5O9wGBbdpyoNh2zMWz6HRa5PLyAyAzhuSp81h/Yz3LIpYRmSmKNyg1MprHSCXDldZhyEr4Hrbo6k2Xhxtj51wxUQXPQEcatfMg8ozeU/TYhkiCQt1p5daKvwb/xc6YnXx98mvRFkQGVwJy6Bih7znZvXExLj1DaOZmtgipLOeSz/HZ8c8kY0GOQXzU/aP6s7JdxyjlSl7r+BrP7dSLD51IOMGe2D01lsnSFWpJX31V9PAsgW2Yl5iZMPLDocLeEruO3th19EZXoKHgShr5F1IpuJKGUKgr9ZzSvUbdsQ52NV2v0dwUSLkKvu1rRa3+SPwRid+uj50PLVxb1Ph973fScwtZfUpaVjmjZ8Mqv69lp6aw4dvPuH3tisG+0EHD6PPoDJQW0r9pbUYGt99/TzJm1bQp7s/PrNIcahtNSj6pSy5DsZe3zFKO22OtUNibYPZWECDhvJjlvLYTYo+VqDgsB6UNNOx5J8s5QMxymjE65gD0DjqdwI4Fl0iOySY5JpvMpHx6jG+CvKazoSCurDTsA6f/gt2fQH6adH/ccfijP4RMhP7vg5O5nLQ8PIIaYm3vQEGO2LOkys0lKfIG3k2a1fHM6g8xWTEsi1jG2utryVEXk5IXoNPVJlhpipUbyaxRWOpLDH2aONFjfFM8Ax0rfd9OIxoSGZ5clMVJi8/l2olEmnf2RiaTMTBwIL38erH40mLmn5/Pdb8c2l91RqETHyQss7XMWvgo3XqMYGbbmWbrggqSVpDGK3tfQVOsDMlGacN3fb/D3tKs3FcZejToQXff7hyKP1Q09s2pb+jZoKfRBZw0GSpS/7mE+pbU7gE5OA9rhF033xpfPJBbK7EN9cQ21BNBraXgWgb5F1LIv5yGkF9GWZvEaxSsGjnf6Rt1Q+FoIiqgUYdg+SQxc+IUAJOWgXfNZqpKK781L/5Un6XHYyhQ6yMnHydrhrapms5GzIVzbPrhyyIbsLsoLSwZ8NTztOrdv9TzEj75FG1ysUUihQKfz+pH6a2uQEPKoovS17MMXCe2wNLHhHoe89Phxh4xw3l9J+QkVPxct6Z3spwDILC7OctZC5gD0DscXnOdqGIryOf3xpGZnM9DM1phaVMLPyaFUrRsaT0O9s+FY78a1qSfWwGX1kP3/0H3l8zNzmUglysIaBXC1WP6B8Do8+HmAPQe6AQdR+KPsOTyEg7eOijpuQRwyfOm282ReMQeAfQBqMKqLTKZBQ5u1nQb04TG7T2q/NDk5mtP807eXDmm/+A4viGSJmGeRaXxVgorpreZzsNNHuanMz9x8/JemtzSB0nNouxY4bGCzZGbeSb0GSa3mGxWbi0HjU7DnH1zSMyT9kd92P1DGjs3rqNZ1W9eDXuVIxuOFInJRGdFs+LKCqa2nGq0e6iiMkldfBldjlShUW6rxHVyC6yb1L4apcxCgU1LN2xauiFodahuZpJ/IfXeXqPXM1Bdz5B6jbZ2Q+lWRw+BSRH64BNE64WFQ+CRJaJpfA2g0WnYG7tXMmYuv60+Ko2Wvw5HScYe7xaERSWTC4IgcHLDvxxY+neR+vpdnDy9GPnq23gGlZ4py9q8mawNGyRj7s88jU3rVpWaQ10g6ATSlkWgSZKKAToOCsKmlVsdzeoOOh0knNNnOeNOVDzLaWErvpabDBC/XI2jhmym4sgEoQwlgRoiLCxMOHnSUKa6rok6n8L2Py6iVkn/eN0a2DHs+VAcXGu+/EZCynXY8S5c2Vz6fgdfGPA+tJkAchOvva8Dzu7Yws4/5hVtB7QOYfy7n9bhjEyXnMIc1t1Yx/KI5URlRRnst1bb0TF2KMGJ3RAKr6HOLd7zosDO8xk6DW9FSD8/lBbVL3POTM5n6ftH0en07019pjSnVc/SM/9HT2/n0Bc/FG0LCKzpE0+OrbiAE+AQwCthr9DP35xNKI3vTn3Hnxf+lIw92vJRZnecXUczuj/48MiHrLqqt4RytHRk85jNOFlVXyQr90QC6WuvG/ReKr1scX+0Zd0FbmUg6IQKe40Wp068RrMT4I8BYgtMSeQWMPpXaDPO6Lc9fvs407dPL9p2tHRk38R9KOXmPEF1WH0qjtdWnS3atrVUcOTN/jjZVHxRsjA/j62/fMe1Y4cN9jVsF8bQF17D2r70ShF1QgKRIx9Gl6W3f7Fq1oyGq1chqwfZz4xNkeQcuCUZs2nrgevE5nXzeZqXBjd2ixnO67sgN+ne59zFvbnYx9lkAAR0rZWy+gcdmUx2ShCEUvsHze9sdwhq486Y2R3YNO8sOen6HozUW7ms/vwkw54PqVJJYZVxbyKW/ETuha1vQdJF6f7sePjvmTv9oZ9DQOfam1s9ILBNW8n2rYhLqFUFWFiZ33DuEpUZxbKIZay7sY5cda7BfrlOQeuEnoTdGoKlRvTrVBdIF4/cA8IY905/7JyMVzbn5GFDcHcfLh7QiwSc2BRF8y7epQa4ndsN5HqjzSRGXgdAhozmMfacapEBQEx2DLP2zKKTdyfmdJxDc1dzf+hddsXsMgg+O3h1YFaHWXUzofuImW1nsvnm5qLXVlZhFr+e/ZXXO71e5WsKWoHMTZHkHDYU0LAOdsX1keYmKe5Tb7xGVdmwZHzpwSeIfoBrpkP2bej6glHFAUuW3/bx72MOPquJIAj8cSBSMjYhzL9SwWdqXCzrv/6EtPgS1hwyGV3HTqLr2EeQlZEEEHQ64t94UxJ8yiws8J37Zb0IPnNPJhoEnxZ+9riObVp7wadOB7fDxYDz2g64dRKE0vvMDbCwg0a99VlOl8AanaqZymHOgJYgN1PFpnnnSI6Rep4pLeQMfLIVjdqV7aFWY+i0cHoR7P4Y8gyFJgBoNQYGfgDOAbU7NxNFEAT+eHEGWcn6ssKxb39EUEi7OpxV3aMTdBy8dZCll5dKetQkCBCU3presROwydNna7TqWNQ5+owOMhlPfPMLrr5+Rp9nTrqKxe8eQavRf9B0H9eEtgNK//s+v3s723/TZ0FVljpW9o1FWyJelSFjTNMxvNDuBdxt3HmQicqMYtKmSZIeXw8bD1aOWPnA/2yMxR/n/+D7098XbStlSv57+D+CnIIqfS1trpq0ZRGormcY7HPo54/jgMCaCcpqmIp6jRZH4WiJdSsxM2oVZCSvUa0alj0iPugWp0GY+NBbks7PwUOfGqUCSRAEHlrzELdz9fYW3/X5jv6BpfcTmhqCTgABk/N8PXQ9hSl/HCvalstg72t9CXCzrdD5V48eZOsv36MukJafWtnZMfTF12jUrmO556cu/IukL76QjHm+/jpuTzxesW+gDlFFZZI8/7ykykLuaInXC21rvk87N/VOlvOOYm1Zz72l4REs9nE2GShmOZWmH+jfz5SXATUHoKWgVmnZufCSKIZSHBl0Hd2YdgMD6qb0oCATDnwNR38BbSn9NAor0Tu0x8tg5WC4/wFj+28/cH633uKm48ix9JryRB3OqO7ILsxm7fW1LI9YTkx2TJnHeeb5MyThCWwSDXs7CnP+Q6fWG3k3DuvCqNnv1Mh8AQ6uvsbZnfpMhI2DBVM/6oqltWFWQK0q4LdnH0OVp8/kFg5uzHLFXomp+13sLOyY0WYG01pOw0phIqIntUieOo8pm6dwPeN60ZhSpmTB4AW083ywF2mMiUqrYuR/I4nP1Wcs+/n34/t+35dzliHqxFxS/r5kULoqs5DjMr4ZtiF1sDBaA1TUa7Q4RvEaFQRY/yKc+Uc63nQQPLIMLv4Ha58TM6DFaTkKRv9W7VK+y6mXmbBxQtG2lcKK/RP3Y2tRsUCpJtEVatFmFaLNVOn/vfv/O9u67EKQy7Dv7IPj4CDk97Dcqi0eX3icvVf0z3FDWnvzy9QO9zxPp9VyYNnfnNzwr8E+j6BGjHzlLZy9vMu9RsGVK0SNG4+g1v/N2HbpQsCCP8vMmJoKmvQCkuaFS/vLlXI8nw3B0q8Gny11Otj1ARz+seK9nJYOYpaz6UBo3B+ca8HBwkyFMZfgVhILKwWDn27Nkf9ucGZHsYd1AY78e4PMpHx6TWpW836hJbF2goEfQocnYMd7cFnq14dWJQaoZxZD//cgdPID3R8a0KatJACNPh9ed5OpI25k3GBZxDLW31hPvia/zON85QGMTHsSIlxKfehTKNIlwSdA2IjRxp6uhA4PBXLpQHxRX3Z+tppzu2MJG2ooFmBhZU2rPgM4vVnvsRYUacnqV1Yz98RcjtyWeuvlqnP5/vT3rL66mlc6vMLAwIEPTH+oIAj835H/kwSfAK91fM0cfBoZK4UVszrMYs7+OUVju2N3cyLhBB29y8+e3CX/Uippy68gFEofyBROVrg92hLLBvePSnGdeY3un2sYfPq0hXELRYHAkPFg7wHLp0JhsSztpbWQmyyKE9lUXfSpZPltV9+uNR58CoKALk8jDSwNAs1ChIIylIxLohXIORxPwfV0XB9pgaVv3f5dXkvMlgSfIFqv3IvcjHQ2ff8lsZfOG+xr2asfA2bMvGcrj06lIv612ZLgU+7oiO/nn5l88KlTaUlddMlA3Mx1fLOaDT4FAba+Acd/u/exnq30WU7/zuYsZz3FHICWgUwuo9vYJjh52rBv2VWxxOQOlw7Gk5WSz+CnW2NlWwfqmq4NYeI/EHUQtr4pqoAVJycR1j2v7w8N6l77czQBAlqHSraToiLJz87CxqEWe3nrAK1Oy/64/SyNWMrR20fLPTbUpS1DcqeQe8wGdYHhiqNMBq16NiA39SyXD+rHfZo0p0HzlgbHGxMbB0tC+/tzcnNU0diZHbG07u2HdSm+gaEDh0gC0Pirl3HKVPDbwN84cOsAc0/MNRBZupVzi1f3vUp7z/bM6TSHVm6mr0pYXZZGLGXLzS2SsaENhzK5xeQ6mtH9zeCgwSy+vJhzyfr36bkn5rJ8+HLksrIfRgVBIHtPLFk7og0WhSwDHXGbGozC4f598Ko1r9HwpbDnE+mYcwBMXglWxYKoRn3gic1ij2hxe4foQ7BgMExdA05Va0fYHVPCfqWa6reCVoc2uxBtZhmBZVYh2iwVaIxfAadJyidpXjhOg4Ow796gzsrCFxySLpi29XemfUD5iwTxVyPY8O1n5KSlSsblCiV9H3+a0IFDKrRQmfzNt6iuXZOM+Xzwf1h4l581rWsEnUD6yiuob0s1IRz6+WMbWsNVFns+LTv4tHIUX393s5xmK8L7AnMJbgWIvZzG1t8vUFjC08zFx47hz4fg6F6HioM6LZxdBrs+FAPP0ggeKWZOH0CZ6UWvv0RylF6EYMTLb9CsS486nFHNkanKZO31tSyLWMatnFtlHqeUKxkcOJiBurHc2llIVkrpipT+wS50H9cUazs1859/Aq1G//dfWz9HVb6Gf94+jCpPf+/2gwPpOqp0e5BVH79DTLFMd0j/wQx8+gUA1Do1K6+s5Ofwn8kqzDI4V4aMkY1H8lL7l/C09TTuN2IinE48zfRt09EI+p9nE+cmLBm6xCTK/e5XwpPCmbZlmmTskx6fMLLxyFKP1xVqSV99VQykSmDX0RvnhxsjU5p2JqWmqLDXaHHK8hq9sVsMKItbnlk7w/Qd4FGGbVdGDCweCylXpeMOPjBldaW9QmOzYxn671D9VGVy9kzYU6aHsU6lkQaWWSqDQFOXq65Q+XJNY9XEGdcJzWrd2zU1R0XXz3dTWExDYN7k9gwLKd37UxAEzm7fzJ6/56PTSv+e7F3dGPHym/g2a1Ghe+cePkzMk9MlY04Pj8S3RC+oKZK5PYrs3VIBLutWbrhNCa7ZhYTDP8L2Eu08tu7QftqdLGcnMFup1UvMPaBGIC0+l43zzpKdKn1Yt3GwYOhzIXg3qr60frVQZcPB78QXslZluF9hCV2eg56vgfX9nQEszr7FCyR9HCEDBjPwqRfqcEbG51r6NZZGLGVT5KZyy2w9bDyY0HwC/WyGcnFDCvHXMko9ztnLlu7jmhDY2g2ZTMbB5f9w7L8VRfudPL148vvfkctrp8/n1NYojq7VLyIoLeVM+7gbto6G2Z9rxw+z/mu93Y7Syopnf12Ela3eMzdTlckvZ39hecRytKX0mdgobZjeejqPtXoMa+X9o5qcnJfMhI0TSMnXBzX2FvYsH76cQEezOmBNM3vfbLZGbS3a9rT1ZMOoDQaBvyajgNRFl1DHl1CmloPz8MbYdfV5YMrF70WFvUZLYBnggE2AGpvwZ1Bqbuh3KKzg0bUQ2K38C+SlwbJJEFuiwsTKsdJeoYsuLmLuybnIBBlOWnt6Onbl3VZvlRpYarMKEVQV7I0zFnIZCkdL8cvJqtR/ZdZKMjffJO+U4SK43FaJy5im2LSuPWGz73Ze5bud+gxkA2cb9s3ug7KUtim1qoCdf/zMpf27Dfb5twph+P/mYOvkXKH7ajMyiBz5MJokvTWIha8vDdetReFg2roceWeTSVsWIRmz8LbD47lQ5FY1+Fl/6m/Y8JJ0zNpZrDbwuv8rku53aiQAlclkXYB3gGeAt4Ek4IIgCKvLO6++BqAAeVmFbP7lHIk3pdkThVJO/8eDaRrmVUczK0ZGDOx4Hy4aNs8DYOcB/d6BdtOglgKIuiQq/BRrPnu/aNvZy4fpP8yvwxkZB41Ow77YfSyNWMrxhOPlHtvWoy2TgyfTzakXJzfGEHHkdqmr41a2SjoOa0jrPg2K+pvVBQX8PvNxCnL1Sqn9nniGdoNHGPX7KQ+1Sss/7x4hP0v/cBnS14+eEw0zFDqtlvkvPCkpoer7+DO0H2I438iMSL46+RUHbh0o9b7edt683P5lhjSsWNmVKaPWqZmxbQank05Lxr/v+z39Asxm97XBrZxbjPxvJIU6/d/xzLYzeS70uaJtVVQmqYsvG/RfyW2VuE4OxrqJc21Nt95RZa9R2U1sFIexkR9GOf7/kLUZU7EbqvPh36fg8gbpeCleoYJGV2bGMiL6ItZ5Slw1TljUcleUzFKBwqmUwNLRqmhcbmdR4exX3rlk0v+9XmrfqF0nb5yGN6pxgaICtZbun+8mNVf/OntnWDAzejYyODYj4Tbrv/mU5OibBvs6jhxLj0ceRa6o2HwFQeDWrJfJ3rZNPyiTEfjPImzDSn3+NhkK47JJ+vUcFMsYy+0s8HyhLUqXGlyEvfgfrHoCyQOJhR08th78TPtnZqZiGD0AlclkbYDXgEAgAdgGLLnz/8aCIKSXdW59DkABNIVadi26zPWThua3nUc2osOQQNN4WI05KvaHxp8ufb9Xa1FCvlHv2p1XLaMuKOCnJx+RlNXM+PEPnDxNuxejLDIKMlhzbQ0rrqyQSPaXxFJuyZCGQ5gcPJlmDs0J3xnLqW3RaEpZPZfJZbTu3YBOwxpibS8tczmzdQO7F+r7Mqzt7Hn657+wsK7dzOC5PbEcWKFf0ZYrZUz9sCsOrobzOLJ6GYdXLSnadvX14/FvfinzdXno1iHmnpjLjcwbpe4P9QhlTsc5hHiEVPO7qDu+PPEl/1ySiqw81eYpXmr/UhlnmKkJvj31LQsuLCjatlHasHH0RjxtPck9nkD6uusGYjtKL1vcH22J0q0OWz3qGYIgVNhrtDiV9RoVtBqETe+iPbkJreAmfnHnX/duaOW+aLNU6HIrKORjROT2FuUGlgpHS+SlKIpXF02GirQVVyi8mWmwT+lug+sjzWtUzGbFiRheX6MXEHKwUnL4zX44WEs/2yJPn2DzT1+hypVWGlhY2zB45iyada6cdkbG2rXcfuNNyZjb00/j+crLlfwOahdtlorEn8LRFVvgRSHD46k2WAXVYGXftZ2i7VFxZWmFFUxZdd8/lz5IGDUAlclkzYAWgCvwONAGmCoIwhaZTJYEPCEIwqYS5zwNPA0QEBDQITo6utLfhCkh6ASOb7wpEUe5S4su3vSZ2gKFKfTn6HRwfiXs/D/ROLs0mg+DQR+BW+k9dfcDKz54g7hLF4q2Bz79IiH9H6rDGVWeK2lXispsVaWVWN/By9aLic0nMrbZWFysXLh+MonD/10nJ630cwJbu9FtbBNcfewM9ul0Whb872kyk/RlVZ1HT6THI9MMjq1ptGodi98/Ivk+Wnb3oe+0YINjc9JSmf/Ck+i0+mB7/LufEtC67ABSo9Ow+upq5oXPI0OVUeoxwxsN53/t/4e3Xf1avNh6cyuz98+WjHXx6cKvA35F8QBUQZgS2YXZDP9vOGkFaUVjYxqN5uX0x8g5HG9wvHVLN1wnNqu4mquZUinyGr2QjDou994noPcatW7uChpdmUqxgrp0QaQaQyG7Z2CpcLCs0x5hQSeQvT+OrO3RoCvxjCmX4TgoEIdefkbvKxQEgUHf7udakr5i56meDXl7mF4wT9DpOLJmGUdWLzM439XXj5GvvY1bg8pZeRTGxXHz4VHoigWz1i1bErR8GTJL0xUKE9Rakn47hzouRzLuMq4ZdjVZ0Rd9BP4ZDcVbhmQKUVyzxbCau6+ZWsfYAegCxOAz4M6XApgiCMLmOwHodEEQNpR1fn3PgBYn4sht9iyOQFdixdq3qTNDnm1TqlJnnVCYC4d+gEPfS1/wd5FbQOdnoNdssHGu9enVNEfXLOfQysVF28279mT4rNfrcEYVQ6PTsCtmF0svLzUonSxJe8/2TAmeQr+AfijlShJvZnFw1TUSIg1XoUEU0OoxrgkBrQz9Pu9y5chBNn73edG2QqnkqXkLsXOuut1Adbh0KJ49/+h7VGRyGZPf74yzl6F4zoZvP+fqUb1sb7MuPRjx8hv3vEemKpPfz/3O0stLJUI9d7FWWPNE6yd4vNXj9UK053r6dSZvnizpDfa282bl8JW4WNfN7/FBZ+WVlXx09CMAHDR2vHVrBm3zmhsc59DPH8cBgXWmInrfIQjw3zNozu6kQNuVfF1XVLrWiI8wpkGhhQZbV0fDPsuiQNNSLIk1hSqrClAYl03a8itoUgyfO6waOeEyoTlKZ+MJFO29ksTjC08UbSvkMvbN7oOfi/henZ+TzZYfv+Jm+CmDc5t17s5Dz/0PS5vKva8LWi3R0x4l/7T+M1pmbU3Df9dg1ciw7NdUEASBtBVXyC/hd2/fowHOw2tw3vHh8PcIUJUQAhz9O4ROrLn7mqkTaqoH9HHEDGgSsBP4C0gEmgqCYCjdd4f7KQAFuHU1nS2/npeodAI4edow/PnQUh+O64zMONj5gZgVLQ0bV+j7lugzqrh/Vtzjr0aw7N3XirZtHBx57vfFJuvHlVaQxpqrYpltYl4ZysaIHoPDGg1jcovJNHcVH2Bz0gs4ujaSK8cSSj3H2s6CTiMa0qqnL/JyfGwFQWDp26+QcENf9tqm3yAGPVN3JZs6rY6lHxwjM0n/MNO0oxeDphsKFcRePMfKD98q2pYrFDz10wLsXcsOuIsTlRnF16e+Zm/s3lL3e9p6Mqv9LIY1GlaulUZdklOYw6RNkyTWMxZyC/4e/DdtPNrU3cQecDQ6DePWj0OTmMf7cc/io5baG8gs5LiMb4ZtSA3bHjxo7PoIDnwlGdL69KYg9CfyI7LL9RqtPjrkDpYonKyLspWCvZxPL33JbUUyqcoMUiwy+GfkYoLdDKs66jO6Qi2ZGyPJPW74mSSzVuIyponR/tan/XmMA9f0j5/DQ3z4aXJ7ABJv3mDDN59KKnoAZHI5vSY/Tofho6sU2Kf8+hvJ330nGfN6711cJ5u2rVXW3liytkZJxqyaueD+eKuaW/RKvgoLB0Oe1OaGoV9Bp6dq5p5m6pSaDkCnAB8AccBlQRBWlHPafReAAmQk5rHxp7NkJktX+azslAx9NgTfps51M7GyiDspGv7GnSh9v0cLeOgTaDKgdudVQ+i0WuZNn0Rhvr4PaNoXP+AZZFqrkxdTL7L08lK23twqESopiY+dj1hm23QsztbOAKgLtZzZHsOZbdFoSikJk8tltOnrR9jQoApl5uMuX2DF/0kzho9//QtufpUrTTI2104ksv3Pi/oBGUx8uxPuflLTc0EQ+OvVmaTd0kvKdxs/ha7jJlXqfkdvH+XLE19yLf1aqftbu7Xm9U6v09azbaWuW9MIgsDLe19mV8wuyfh7Xd9jfLPxdTQrM3c5deAADlsKsNVJe5gVTla4PdoSywb2ZZxppkqcXAgbZ0nHXBuJdit2ojprRb1GSyKzkIuZSUcrlE6WyBWZKCL+RlkYiVyWikKWioJ0ZJ7NYerqIq/QXTG7mLVHPycfOx+2jd1Wb7KblSX/Ygrpa66hyzOsLLHt4IXzyEbVKjWPSMhi8HdSQbm1z3enrb8zF/ftYuf8eWjU0s9VWydnhv9vDv6tqtbfn3/+AlGTJkExizK7Xj3x/+03k/495l9MJXXxJYn2j9LDBs/n29ZIXzAgCmQuGAxZJSzi+r0LvV4r/Rwz9Z7yAtAq/6UJgvAXYtYTYEZVr3M/4Oxly9jXO7Dl1/Pcvq4veVTlalj33Rn6TWtB8y6l+0/VCX5h4gfvhTWiYm5WnHR/coToc9Z0EAz6pGw/tHqCXKHAv1UIN07qJfOjz4ebRACq1qnZGb2TpZeXEp4cXu6xHb07MqXFFHr790YpF1+6gk7g6olEjq69QU566X2eQSHudB/bpFLZ+JMb/5NsN2rfsc6DT4AmHTw5tTWa1Ft3elYEOLY+kmEzpQ8QMpmMtoOGSgSUzu3cQqdR41EoK/6218WnC6uGr+Lf6//y05mfJL17ABdSLzBtyzQGBw3m5Q4v42vvW/VvzogsvLjQIPgc1WQU45qOK+MMM7WBIAhk74nFazuANPi85hBLt5mjsHQyoaqZ+4Gr22HTq9IxWzfRs9NObw0it1ZiG+qJbain3mv0Yiqa5DzkNsoy+y1lNkrDYCPDx9ArNPky/DFQDEK9WrE7Rmr70S+gn0kHLdXFppU7lv4OpK26iqqEBVjeqURUNzNxfaQ5VgFVs4n744BUybZjkAutve3Y+cc8zu7YYnC8T9PmjHj5TRzcqmYPo8vLI372bEnwqXBxwfeTT0z691h4O5e0FRGS4FNmo8T9sVY1F3zmJMGihw2Dz24vQc9XSz/HzH2P2QfUiGjVOnYvvszVY4Zlk2FDg+g0oqHpvTGp8+HwT3DwW1CXIs4gU0DHGdDnDbAt3Ri7PlBSzTUotD1j3/qwzuaTkp/C6qurWXVlFUn5horKd7FWWDO88XAmtZhEMxfpQkBCZCYHVl4jKSqr1HPdGtjRfXxT/FtU7veWFh/HwpeflYxNeP8z/FuaRtnmzXMpbP75nGRs7Osd8G4oVexT5eXy27OPoVbp7RhGvvIWTTvfw+OvDLILs5l/fj6LLy1GrVMb7LeUW/JYq8eY3mY6dhaGok61xbHbx3h6x9PoBH0GJ9g1mEVDFt1Xvqb1DV2hlvTVV8k/Z9ihssX5ID97r+C1zrOZEjylDmZ3nxJ/BhYOk362KW3gsQ3g37Fm712OV6hm4iL6HH+XTJV+wfrPQX/SyadTzc7JBBB0AjmH4sncetOw5FkOjv0Dcejjj0xR8WelpKwCun+xG3Wx6/04siHZm/7k9vUrBse3fWgYfR6dgUJZdZ2O2x98QMay5ZIxv3k/4dC/f5WvWdNocwpJ+ikcbUaxxWo5uD/ZpuYsnvLT4a/hkHhBOt7+MRjxPZjaM7EZo1JeBtQ0m5fqKQoLOQMeb0mnEQ0N9p3cHMWOBZfQqGvZRPpeWNhA79nw4iloW8qDj6CF47/BD+3g6K+gNXzwrg8EtGkr2Y6LuIhGXfvfy4WUC7x54E0GrR7EvPB5ZQafDewb8GqHV9k5fifvd31fEnxmpeaz/Y8LrPnyVKnBp42DBX2mNGfC250qHXwCnNq4VrLt1agpfsGtK32dmiKojRteDaWr5MfWRRocZ2VrR3DPPpKx8O2bDI6rKA6WDrzS4RXWjVrHwMCBBvsLdYXMPz+f4f8N579r/0kCwNoiITeBOfvnSO7taOnIN32+MQefdYgmo4DkX84aBJ86mY55Xsv5wXspGpmWn8N/lgQlZqpBehQsmVBiYVUGY/+o+eATxAXbR9dCcAkPYlUWZ1ZPlfyeHS0dae/VvubnZALI5DIcejbA8/m2KD1LWAvpIGtHNMm/n0NTQR9XgH+ORkuCzw4WKcQu/MQg+FRaWDJ45sv0f/K5agWf2Xv3GgSfzuPHm3TwKWh0pC6+LA0+AecRjWsu+FTliK/BksFnq9Ew/Ftz8PmAYw5AjYxMJqPjsIYMnN4SuVL64rp2IpF134aTn112f1+d4egDo36Gp/dCQCkZooIM2Po6/NwVrm4TFQXrEa6+fhIBGo1Kxe1rEeWcYTzUWjUbIzcyZdMUJm2axMbIjaVm0EAs+fyh7w9sGr2Jx1s/jpOVPqtXWKDh6LobLP2/Y1wrxYdWrpTRblAAUz7sSqueDZBXQUggLzODi/ulpZthI6omzlBTyGQyOj8sLZ+Oi0gn7oqh/XDowKGS7ZgLZ0mLjzM4rjL4O/jzTZ9vWPDQAoJdDQVDUvJTeO/wezyy8RFOJJTRZ10DFGoLeXXvq5IyYRkyPu/5OX4OfrU2DzNSVFGZJP0Yjvq2tMJEbqvEaloQe7xOwZ2XV1ZhFr+d+62Uq5ipFHlpsHgc5JZ4nxzyJQQPr715WNjA+L+h09OS4d0lSh37+Pcpaqt4ULD0tcfzhXbYdTVsTyqMziLx+9PknSm7Ougu+YVaFh+9Y+0nCLTPOEO3a6vJz5Iu5Dh5eTPp469o1bt6QaImNZXbb78jGbMIDMDrDdNV1hcEgfS11ykssWBt18UH+6411DaiUcGKKRB3XDreZKCoeGu2AHvgMQegNUSzjt6MmtUOa3vpKltCZCarvzhJ2u1Syl1NAd928MRm8UPTOcBwf+o1WDoBFo+BpMu1P78qIpPJCCyRBY05H16j90zNT+Xn8J8ZuHogbx54k3Mp50o9zkZpw8TmE1n78FrmD5pP34C+En9GQSdw+fBtlrx/lFNbotGWIjLUqJ0Hk9/vTLcxTbCyqfqDzJltm9AWyww7enhW2pC7NvBv4UqD5lIbkWPrblCypcAzqBG+zaRBYmn9QFWho3dHlg1bxofdPsTdxrCP6HLaZZ7c9iSv7H2F2OzYUq5gXL488aXB39hzbZ+jp1/PGr+3mdLJOX6b5Pnn0eVKF5yUXrZ4Pt8Wr5aBzGgjlVBYFrGM6Kz67ZVdp6gLYPlk8bOqON1ehM5Pl35OTSJXiIHvgA8AsfVut620z7efX5/an5cJILdU4PJwE9wea4m8hDieoNKStuIKqcsj0BUYChfdZc3pONLz1FjoChmStI3u6UcNFsgbte/I1E+/q7bugyAI3H7nXbSpxVRcFQoafPklcru6a7u4FzmH4sk7KW0Ns2rkhPOIGtLB0Gpg9ZMQuVc6HtANJiwCpel6o5qpPcwBaA3i08SZca93wMVb+mGTlVLAmi9PERuRVsaZdYxMBq1GwfMnoP/7YFmKIuON3fBbL7i2o9anV1VKluFG12AAeiHlAqPWjeKXs7+QWpBa6jH+Dv7M6TiHneN38k6Xd2js3NjgmPhr6az6/CS7F10mL9Mwc+7ub8+oV9ox5Jk2OHlUT7xErSowKFHtMPRh5ArTXKnsUiILmhCZRfQFw59120HSLOjFvTtRF1S8vKs8FHIFo5uOZuPojTzV5iks5YYfrDuid/Dw2of55tQ35BTmlHKV6rPu+jpWXJEKkPds0JNnQp6pkfuZKR9BqyN93XUy/r1u0Odm3dINz5mhKN3E8sNpLafha6fPQmh0Gr499W2tzve+QaeDtc9CzBHpeKsxMKDuev6RyaDHLBgznytWNsRb6BcJrXQ6uh5fJAbODyg2wW54zWqPdYlFRYD88GQSvzuNKsqwNF2nE1hw8CYuhWlMjF9DkzypEBEyGd3GT2HU7Hextq++snTGylXk7NkjGXOf+Rw2oaHVvnZNUXA1ncxN0hYVhas1rlOCkZVjxVZldDpY/yJEbJSO+4TC5OVgaRZZMyNiDkBrGCcPW8bM7mCQrSnM17Dxh7NcOhRfRzOrABbW0PMVePE0tH+Uojqxu2gLYc0MyKj57I4xCCghtZ5w/RqqPONnoq+nX+fZnc+SocoodX933+7M6z+PjaM3Mq3lNBwtDVX/slLy2fr7ef77+gzJMdkG+20dLek7rQXj3+xIg2aGH9pV4eLeXRRk60t0rOzsaN1vkFGuXRN4N3IiqI3U1/PoukgEnfSBv2mXHtg46H/GqrxcIg7vN+pc7CzseKn9S2wYvYHBQYMN9qt1ahZeWMiw/4ax6uoqtDrj9YJHpEXw0dGPJGN+9n581vMzk/UovZ/R5qpJWXCB3CO3DfY59PPHbWqwxG7CSmHFrA6zJMftitlVq+Xb9w073oWLUgVvArvDqF/AFHyfQyawu/M0yVDX/AJsL60Xq4ryDdsIHhQUDpa4Pd4K55GNoUT7kjZDRfJv58jcHoWg1VcA7bmShDz6HBPi1+CizpCcY21nz5jX36fruElG8fwujIoi8fPPJWM2oaG4P2O6i3zq5DxSl16WKt5aKXB/rCWKCtixVRpBEC3+zi6Vjrs3g6n/grVT6eeZeSAxgXfk+x9rOwtGvBRKcHdpr4NOJ7DnnwiO/Hfd4KHZpHDwgpE/wjP7IahEOV9BBqyZXi/Eiexd3XDz05cVC4KO2IvnjXqP2OxYnt7xtIGQiJ2FHZNbTGb9qPX8OvBXevn1KjU4KMzXcOS/6yz5v6PcOJ1ssF+hlNNhcCBTPuxCy+6+VerzLA2dTsupTWslY6EDh2JpbVP6CSZCyV7Q1Lgcrp+W9g0pLSxoUyKQDt+2yaBc1xj42vsyt/dcFg1ZRGs3Q+GmtII0PjzyIRM2TuDo7aOlXKFyZKoymbVnFiqtXljCSmHFt32/lfQPm6kd1Am5JM0LR3VD+vqXWchxndwCp0FBpZq8Dw4aTIiHdIFs7om5dSJkVW859hsc+Uk65t4MJi4WF1NNhN050ixdv7w7/uHRh2DBEMisXo96fUYmk2HfzRevF9phUaJyDAGyd8eS9Os5NCn56LRati6Yz5Ck7VgK0hJdj6BGTPnsOxq2K1V8s9IIajW35ryOkK/3epfZ2uI790tklbD1qk10eWpS/76EUFBssVMGrpNaYOFVQ+XCez8TRSuL4xQA09ZKLI/MmAFzAFprKBRy+k5tQdfRhmWWp7fFsG3+BdSFJqaQWxKfEFG+vp+0AZ/YY7Dn07qZUyUJaCMtlTFmGW5SXhJPb3+a5Hxp4Dg1eCo7x+3kzc5v0tDJUCEZxMWISwfjWfzeEU5vi0GnMQyOmoR5Mvn/OtNlVGMsjezXdePEMTIS9RkbuUJJu8EjyjnDNHD3c6BJmKdk7PiGm+i00gf3kAFDJIp7SVE3SLh+lZqinWc7lgxbwqc9PsXT1tNg/9X0qzy1/Sle3P1ilfv9dIKONw+8ya0cqbfae13fo4Vriypd00zVyb+YStLPZ9GWUO9UOFvh8VwotiEeZZ4rk8mYHTZbMnY57TIbIzeWcYYZCZc3wJYSIjD2XqLXpwnZh8Vlx3ElXa/MKhegd54+qCnyCk28WAezMx0svO3wfL4d9j0aGOxTx2aT8P1ptr8zD+8Yw0W8Vr37M+mjuTh7eRttPim//ErBOWl/vffbb2EZUIpOhgkgaAVSl0agScmXjDsNaYhNFZTxK8Thn2DfF9IxO09RCdrJ8Pdoxow5AK1FZDIZ7R8KZPDTrVFYSH/0N84ks/br0+Rmqso420SQyaDHq6KSWXEOfgvXd5V+jglRU0JEGQUZPLPjGeJypKvXE5tPZE7HOdiX1kd7h7gr6az89AR7FkeQn22YSfYMdGDMa+15aEZrHN1rJiN5YuO/ku3gnn2wdzGdB7fy6DS8oUTNPSMxjyslvHidPL1oVGI1vDqWLBVBLpMzovEINozawHOhz2GtMMzC7I3dy6h1o5h7Yi5ZhaX7uZbFb+d+48CtA5Kxic0nMrLxyOpM20wlEQSBrN0xpP5zCaHEIqJlkCOeL7TF0vfe/WdtPdvyUNBDkrHvT39PnjrPqPO974g9LraCFK8ztLCDySvBJbDOplUae2Kl/YPtPEJxbVDC+zM7HhYMhpvGbROob8gs5DgPb4T7k62RO5QoF1XraC20o6vHw1jIrQDQyeQMmPE8Dz03CwtLK6PNI+/MGVJ+/VUy5jBwAE5jxhjtHsYmc1MkqusZkjHb9p7Y96yhQPD0Itj+tnTM2lkMPt0Mky5mzIA5AK0TGrf3ZPQr7bFxlAqWJEVns/qLk6TeqhmhEqMhl8PoX8G++AqjAP89A9mJZZ5mCvgFt5H0g6TFx5GdamgMXxly1bk8t/M5rmdcl4wPbzSctzq/VaaFSUZSHpt/Oce6b8+QGmf4O7dzsqT/48GMez0Mn5ry6QJuXbnM7atSS5qw4aNr7H7GxsXbjhYlpPxPbLxpoBYcWkKM6MqRA+RlGQpbGBtbC1tmtp3JhtEbGNZomMF+jU7DokuLGPbvMJZHLEejK1vx8S4H4g7wS/gvkrEQ9xDmdJxjtHmbuTe6Qi1pyyLI2m6Yxbbr5I3HjDYo7Cuu+Dir/Sws5PqH7aS8JP6+9LdR5npfknoDlk4ETbGss0wBE/4G37Z1Nq2y2B2zW7LdL2iQ+JDeooQ1jCoLFo+F86trb3IminUzF7z+1x7rYMMF0QD7Fgxu8CT2ts1o9uSbhA4cYlTLMG1OLvFzXheFde6g8HDH+8MPTcqarDg5x26Tc1iqLWIZ4IDLmKY1M+eL/8GG/0nHLOzE6gOvVsa/n5n7BnMAWkd4NXRk3OsdcPWV1uLnpKlYM/cUMRdLV041GezcRUPv4n2Mucnw7wwwosCKsbGytcWnSXPJWMyFs1W+XoGmgBd3v8iFVKnRch//PnzY/cNS+zxVeWoOrb7Gsg+OcfOsYfCrtJATNiyIKR92pUUXn1J7xozJyQ3S7GfDth1w9zetzMG9CBsWhFyh/zllpxUYCHwFhbbHydOraFurVnNx785am6O3nTef9/ycJUOXGPT7AWSoMvjk2CeMWz+OQ7cOlXmduOw43jjwBkKxjI+rtStf9/kaS4VZ3r620GQUkPzLWfLPlXgNy8H54cY4j26CTFm5j1g/Bz+mtpwqGVt4YSFJeff2Q3zgyEkWg7T8Emryw7+FpgNLP6cOSS9I53TSaclY34C+olfohEXQ8SnpCdpCUV/hcIm+1gcQnYWO41lbOZmyFU0JD21bpSNDvEbRW+ONoDFuz3TiZ5+ijpWKLPp++hlKF+MI/xkbVWQGGetuSMYUTla4TWtZ6feiCnFtJ6x5Cor3qissYdJS8O9o/PuZua8wB6B1iKObDWNndyCglXRlT12gZeO8c1zYZ+JiBA17Qq8SGZeb++HAN3UznwpiLDsWtU7N7H2zDdQqO3l34qveX0kyGQA6rY4L++JY/N5RwnfGotMa9nk26+TF5A+60HlEIyysat7+JP32La6flPbRhI0w3dKisnB0s6FVifKik5ujJH3VcrlC7AUtxtmdWxB0tSv0EuIRwuIhi/my15d42xn2Kd3IvMGzO59l5s6ZRGZK5fMLNAW8svcVSbmuXCYv81pmagZVVCZJP4ajLuHnLLdV4j69DfZdfaucbXiqzVO4WOkfcPM1+fx45sdqzfe+ozAPlk2E9BK2G71mQ4fH6mZO92Bf3D6JqFQzl2b4O/iLG3IFDJ0LA/7P8MTtb8PWtyRZuAeJ9IR4lr3zGpcP7uFG9lm2x/9FuipBcowcGTn740j65SzqZOOUrGdt307mGunirMuUKdj37GGU6xsbTWo+qYsvQzFBS5mFHLdHW6JwqIGFyegjsGIqFF8QkClg3EJo1Mf49zNz32EOQOsYSxslw2aG0LqX9OFZ0AnsW3aVg6uuoTNlhdzecwyVcfd+CtGH62Y+FSCwhBBRzPnwSiui6gQd7xx8h71xeyXjbdzb8EO/H7BSSHtQYi6lsuKTE+xbdpWCHMM+T6+Gjox9vQMDn2yFg2vtKTae2rROYtrtGdQY/1aG2bn6QIchgSiL9VbnZRVyfo90Ead134EoLPQLA5mJCUSdO1Nrc7yLTCZjSMMhbBi1gRfavoCN0rC398CtA4xZN4bPjn1GRkEGgiDw8dGPuZx2WXLc/9r/j84+nWtr6g88Ocdvkzz/PLpc6etY6WWL5wvtsG7sXK3rO1g68Hzb5yVj666v43Lq5TLOeMDQacWez1unpOOhk6Dv26WfYwIYlN8G9JMeIJNBj5dh9O8gLyEyd3QerHkSNCauEWFkbpw6zpI3XyY5JqpoLFudxubby9lUmIgO6ee2+lYOST+cIef47WqpnKsTk0h49z3JmGXjxni+9mqVr1mT6Ao0pCy6hC5P2r7hMqE5lg2q739qQHw4LJ0AGqnIEaN+huDhpZ5ixkxJzAGoCSBXyOk1qRk9xjc1sNo8uyuWLb+ep7Dg3n1hdYJcAWPmg20xP0ZBB6unQ65plhH7NG2OhZU+yMvNSCftVsW9TAVB4NNjn7L55mbJeBPnJvwy4BfsLPRl1ekJuWycd5YNP5wlLd7Qc9TexYqB01sydk4HvBvWrm1GXlamQQlq2IjRJtvbci/snKwI6ecnGTu9PRpVvv61Y+voRPMu0hXsmhYjKg9rpTXPhD7DxtEbebjxwwb7tYKWpRFLGfbfMN4++DbrbqyT7O8f0J8nWj1RW9N9oBG0OtLXXSfj3+tQonrBuqUbnjNDURpp8Whss7E0ctJbDAkIfHXyqxqxDqpXCIKodnulxGu2UR8Y8YNE6dqUyNfkcyT+iGSsn3+/0g8OnQhTVoGlg3T84n/wzxjIz6iZSZoQOp2WQysXs/bLDw28urOtXVnuO5rPLG2YRR55VtLHWEGtI+Pf66T+cxltbuXt4QSdjttvvYU2s5g+gIUFvl9+gdzG9GzJBJ1A2vIraBKlmV/HgYHYtqkB65Pkq6JnraqEaN6QuRD6iPHvZ+a+xRyAmggymYzQ/v4MfS4EZYnSy6hzKfz39Wly0k109dPRB0aX8H7Kjod1MyXZNVNBobTAr6XUo7EyZbg/nPmBFVdWSMb87P34feDvRd6L6Qm57F16heUfHif6vGEgrrSU03lkQyZ/0IVmHb3rJOg7u30zGnVh0baDmwfNutRyeVFBJmx8BRYOg/UviWp6iRer3EfcblAgltb6148qV8PZnTGSY0IHSYWAIk+fIDOpbsWzPG09+bjHxywfvpz2nu0N9mcVZrEhcoNkLMgxiI+7f1xvFwzqE9pcNSl/XiD3yG2DfQ79A3CbGozcynjWSEq5ktfCXpOMHU84zt7YvUa7R73k8A9wYr50zLOV2EOpNN3+58PxhynQ6oWSfOx8yrdKatwPntgsWskUJ/qgqJB7H3uF5udk898XH3J0zXKDfY7BYSzxGkO6pViifkEh4DQzFJvWbgbHFlxKJfG70xRcS6/U/dOXLCX3kLQH3+OlF7FpZZqCOlnboiiIkPZB24S449DP3/g3y4iBf0ZBXolnmn7vQOenjX8/M/c15gDUxGgY4s6YV9tj5yT9ME2JzWH15ydIjsmuo5ndg6YDodtL0rGrW+Hoz3Uzn3tQ0o6logHon+f/5I/zf0jGPG08mT9oPu7W7kSdS2H9D+Es/b9jXNx/q9Ty6RZdvJn6YVfChjbEwrLm+zxLQ12o4sw2qcdgh2EPo6hNU21NISybDCf/FB+sTv8N61+EX7rB5wHw13DY8R5cWg9Z8fe+HmBtZ0HbgVJvtvCdseTn6ANtn6bN8QwqJg0vCJzbtdUo31J1aeXWir8G/8XXvb+mgX3Zkvk2Shu+7fNtufY+ZoyDOiGXpHnhqCKliskyCzmuU1rgNDCwRoTCejToQTffbpKxr099jVpb+azOfcH51eL7QXEcfMVsoXXtVo9UltLKb++5cOQTAtN3gHsz6fh97BWaGHmdxW/MIipcWl4tk8vpPW06270Goi6mrTCyrS9eXva4TgnGZWxTZJbSR1pddiEpf14gY2NkhQSKVNeukfTVV5Ix27Aw3J58shrfVc2RezqR7BJaIRYN7HEZ18z4C5M5SbDoYciS+k7T7UXo+Vrp55gxUw7mANQE8QhwYNwbHXH3lz5c5mYW8u/Xp7lZUnXRVOj/HjSQei2y433DXh0TIKC1tA807tJ5tJryy5xXXlnJd6e/k4w5Wzkzr+evpBzTsfi9I2z6+Ryxl9JKPd+niRPj3wyj/+MtsXM2nk9ZVbi0bzf5xSxIrGztaNNvUO1NQBBgy2wx8CyNwhyIOgCHvoeV0+CbYPi6BSyfIopc3dwPqtIXY0L7+2Ntr39IUau0nN6mz4LKZDIDS5bzu7ejUZvGg71MJmNQ0CDWjVrHrPazJCXdd/mw24c0cWlSB7N7sMi/mErSz2fRphVIxhXOVng8F4ptG48au7dMJuPVsFclStrRWdGsvLqyxu5pskQdhLXPScesHGHqapM3udfoNOyL2ycZK7P8tiQugfDkNvDvIh3PjocFQ+DmgdLPq4dc2LODZe/NJitZWo1i6+TM+Hc/QRnalxPRGZJ903s0BMTXil1Hbzxfao+Fn+GiXM7BWyT9FI460bAN5i66wkJuzXkdQaWvNJPb2+P7xefIFHWzUFweqpgs0v+9JhmTO1jg9mhL5MZe2M5Ph39GQ5pUFI/2j8LAj0y29N2MaWMOQE0UexcrRr/anqAQaQ2/RqVl8y/nOLsr1vT6gRQWMG4BWBVbjdapYdUTYqmlCeHuH4itk3PRdmF+Pgk3rpV5/ObIzXx89GPJmG9hQ17J+5J9n93i0OrrZKUUlHqug5s1Dz3VmtGvtscz0NEo868Ogk7HqU3/ScZCBgzG0sa29iZxfD6c+qty52TfhoiNsOsD+HsEfOYP87rAuufh5AK4fQ60GiytlbR/SGojc35vHLkZ+geL4O69sbLVB3b5WZlcO1a29UldYKWwYnqb6WwcvZGxTceikIkPFS+2e5HBDQfX8ezubwRBIGtXDKn/XEIolJaDWwY54vlCWyx9az773MylGWOaSlWpfw7/mUyVab2f1ihJEbB8smhLche5Eib+Uy98Bs8knZH8vhwtHWnvZVhmXya2rmV4hWaKvXgX1hhnonWERq1mx+8/se3X79GWWAT0adaCqZ9/h3/LNvx5UKp43LOpO8E+0s9TC3cbPJ8LxaGvv4Gehjohl8Qfw8k5El/qs1PKDz+guiwV+vJ+/z0sGpjeAocmQ0XqokugKfZ9KGW4TWuJ0snIi9uFubBkAiRKreZoNRqGf2cOPs1UGXMAasJYWisZ8mwbQvuXqOUX4OCqa+xffhWd1sSk2V0C4eESvmUZ0WJ/nwkFzDK53CALGlNGGe6+2H28ffBtBARkgoygtNaMvPQCI0/NIv54PprC0n8H3o0cGTi9JVM+6EKTDp4m06t349Rx0m/rS1rlCgXthoyoxQnsga1vSMdcgqDPW9D0IamgVbkIYjnamcWw8WX4rSd85gcLBtNGPR87O/3vRavWcXJzVNG2hbU1LXtLsxBnd0hFpUwFdxt3/q/b/7Fv4j72T9zP0yHmXpuaRFeoJW1pBFk7og322XX2xmNGGxT2tddv+Hzb57FV6heHsgqz+O3cb+WccR+RnQBLxhkuYI78qd5YPZQsv+3j3wdlSZXbe1GeV+jqJ+utV2hWSjIr3p9TagtE24eGM/H9z3BwdedWRj6bz0v7r+9mP0siU8hxeigIj6dCUJSsNNLoyFh3g9S/LqLN1i9o5B47TuqfCySHOg4diuNw01N01RVqSV10EV0JNX2Xsc2wCjDyArdGJVYdxR2XjjcZeEet2fQyw2bqD+YA1MSRy2X0GN+U3pOaGSw0Xdh3i00/n6Mw38QUcluONPygvLQWTi2sk+mURUAJO5bS+kBPJJzg1X2voii0JPRWPyadeZfBV57CN7NpqdeUK2U07+LN+DfDGDsnjGYdvVHUhAF0NTi5Uept1qJ7bxxca0AtrzRSb8Cqx0AollWydIBJy6HP6zBlJcy+Af87C2P/hC4zwb8zKCuoLqrJh5gjKI//QJjid8muSwfiyDq1u0hFMnSgtAz3VsQlkqNL+AqaEE5WTrhYm6YB+v2CJr2A5F/Okn++RJuDXIbzqMa4jG5aM4bu5eBu485TIdL302URy4jOMgyQ7ytUObBkPGSWUCjv+w60nVQ3c6okgiAY9n9WtPy2JPeZV2j0+XAWv/E/g8ojpaUVQ154lf5PPotCKbZS/HXoJtpiegpNPe3p3az88nerRk54/a89NqGGxxVcSSfx+9PkR6Shzcoi/o03JAvkSm9vvN9/z2QWje8iCALpq66iLqGo79DHD7t2nsa9mVYDa6ZD5B7peEA3kxf9MlM/qEXFETPVoXVvPxzcbdg2/wLqAv3De8zFNNbMPcWw50NwdDMhifBBH0PsUUg4rx/b+ib4dQLv1mWfV4uUFCK6fS2CwoJ8LK3Fn+OFlAu8s/4jOseNomlKGBa6st9w7ZytaN2rAS17+GLraLpvzPFXI7gVcUkyFjZ8dO3cPD8Dlk4skc2Qwdg/wDO42JBMzIi6BEGbceKYVi2WAN06BXGnxH9TrpR7u2CbXZzJHUWW1hsAnSDjxD+76e88Gtyb4dYgjIAAd2Ji9MHG2R2bGTDj+bIuaeY+RnUzk9TFlw38PeW2SlynBFfb37M6TA2eysorK7mdK2aBNDoN3576lu/6fldnc6pRtBpY9TgknJOOt38UetUfwZMr6VeIz9VXm1gprOjq27XqF7zrFergK6rM64otPh+dJ/aGjv4NlHWrMVAegiBwfN1qDi3/B0GQBsxOXt6MfOUtPIP0FkTZBWqWH5cuQkzv0bBCwaHcRonrI83Ja+FKxtrrCCr9s5MuR03qXxdBF4kmsdiCk0yG7+efo3AyPWGr7F0xBotj1sGuOA4KMu6NdDrY8BJcliqv4xMKk5eDZS2265i5bzGt1IyZcgls5cbY2R2wd5V+uKTF57L6i1MkRmWVcWYdYGEN4/6C4gIqmgJY/YTYU2ACOLp74uLjW7St02qJu3wBnVbHwQPnWDn3GCNPz6JlUrcyg0+fJk4MmtGKaZ90JWxokEkHnwCnNkp7PwND2uERWHopk1HRasRSsdQSfbYDP4DmFehnVFiAbzvoOANG/wIvHIc3YmDaWuj3LjQfCnbSFWCFTENHe6ldzpWC3qRp/CDlKpxdSqh2v2T/pT3bUJ1cCmk3Tapk3EzNknP8Nsl/nDcIPpVetni+0K5Og08Q/WJntZ8lGdsVs4sTCSfqZkI1iSDAppfh+g7peJOBMOzbetVzVjL72dW3K7YWRnh4r6deoaq8PNZ//SkHl/1tEHw2at+RqZ9+Jwk+AVaejCNbpQ+03ewsGdWu4n2ZMpkMu3aeeP2vPZalaTDIG2Hb523kjuI1XZ94ArsunSvxXdUOeeeTySphKab0ssX1kebGVeEWBNj2JoQvkY67N4Op/5q84rSZ+oOstoVswsLChJMnT9bqPe83cjNVbP75HEnRUhVQpYWcAU+0pHF7I5diVIezK+C/Ej1rbafAKNOwZ9n5x8+S3j+/Vn3JzetIfkbZZc0KpZxmnbxo08cPjwCHMo8zNTISbrNg1jOSD/6xb39EUEi7mr/51jcNLXlCHoHRvxrvgVIQRH+8Wych7iTcOo0u/izLb39GulbfR93Y6jCDXeYCoBVk/HG9Izka/aJOP6/rtHO9LfaiNuggKjs36AAN2ouCIGbuGwStjoyNkaX6e1q3dMN1YjOj+ntWB0EQmLp5KudS9FnBYNdglg9fLlHKrffsmwt7pIJv+ITC45vBqn7ZDo1bP44r6fpKjQ+7fcjopkasOLl9TuyRzSnhY+wRfEch2M9496omKbHRrP/6U9Jvl7DxkMnoPn4KnUdPQCaX/h1rtDp6z93LrYz8orFZA5oya0AJa5oKImgFsvfEkLU7BnQl96nRJh/E/9fXUVibVga58FYOyb+eRVDrJy23VeL5QjuUrhVsT6koez6DfZ9Lx5wC4MmtJq84bcb0kMlkpwRBCCtt3330qfXgYOdkxahX29O4nbS3QaPWsfX3C5zeFm06CrmhE6HtVOlY+BI4a2gyXReULMO9FXG+zODT3sWKLqMa8djn3ej3aHC9Cj4BTm1eJwk+PQKCDL7/GuH0IsPg068jjPjeuNkMmQyc/UV1voc+gSe3IH8zhs5jpUqZN1TdSFaLWV+FTKCNc4Jk/9l0HzH5mZcK17bD3k9hyVj4siH80B7WPAXHfhNLgTUqzNRPtLlqUv68UGrw6dA/ALepwSYTfIKYyZndcbZk7HLaZTZGbizjjHpI+DLD4NMpACavqnfBZ1x2nCT4lMvk9Pbvbdyb1BOv0IjD+1n69qsGwae1nT1j3vg/uox9xCD4BNh2MVESfFoq5UztEmhwXEWRKWQ4DgjE/ak2CJqsEvssUHr3JW3JVbRZhWVcofbRZheSuuiSJPhELsNtakvjB59H5hkGn3aeogqzOfg0Y2TMAWg9xcJSwUNPtab9QwEG+478d4M9iyPQmopC7tAvwb25dGzjK5BStu1JTaPV6rh2MpHwPdKfkaBNQdBJS4TV3pk89HRrpn3clQ6Dg7CpRQVMY5GfncWFvdKStrARY2peZCH6sPi7Lo5jA5i4RCzTrmkUShr17WCwWHDM6VtRzKPFcNr46ZChX7BJLbQjLq+MMqO0G3B+JWyZA3/0E1V35/eDzbPFbH/qDXPpbj1AnZBL0rxwVJFSdVWZhRzXKS1wGhho3LI2I9HWsy0PBT0kGfv+9PfkqfPqaEZG5MYeWP+CdMzaWczkOXjVyZSqw55YqXhLO892uFrXQAWFCXuFajUa9i6az6bvv0StktqUeQY1Zurn39GwbYcyz//joNR3cky7BrjbVz87mbt7DTlb30Edc9hgn+paBonfnSL/Ymq171NdBLWO1H8uoc2ULnS6jGqCVSMjl8Ke/ge2vSUds3aCaf+BW2Pj3suMGcwBaL1GJpfRdXQT+k5tgbzEw9LlQ7fZ8MNZVHnqMs6uRSztYPxCqZKpOlcUmVCX7p1ZU+RlFXJycxT/vH2E7X9cJCmqEJlC+nCj08SilhdyyfMwCUMP89L7D9OkvSdyRf19uZzdvhlNMYNte1c3mnfrVbM3TY+GFVNFL9i7WNjCpGW1+kApk8no/LC0ryg6UuC29xPwyBIc3rxIk/bSh6CzWSWsj8pCWygKIh3/XSw1/7E9fBEk9mHt+RSuboPclHtexkztkX8xhaSfw9GmSd97FM5WeDwXim2b8tU165pZ7WdhIbco2k7KS+LvS3/X4YyMQMIFWDFNKqqjsBTfKzyal32eCWM09duKYIJeobkZ6az66G1ObVpnsK9VnwE88tGXOHl6l3n+qeh0zsRkSMbKsl6pDAWXL5P03fegKaDg9F/kn5iPoJNmPHV5GlL/uUT6f9fQlfABri0EQSD9v2sUxkhbrey7+WLXqeyfW5W4uFYUHSqOhR1MWWMyopFm7j/q7xO1mSJa9vBl+EuhWNpIy8VuXUlnzZenyEzOL+PMWsSrFQwuUdqReEGUj68FkqKz2PnXJf5+6xDH1keSm6EPxuQW0pKeBKsDLG7/PvLeibw3/PV631+lKSzkzDZpmV77oQ+jUNZgeaEqB5ZNEstYizPqF7Gfq5YJaOmKTxPpivHRdZFFpepth42V7LuW7U7ulO0w8kfo8Dh4tYGK/h0UZMCNXbDvC1g6AeY2hu9CRBGmIz9DzDFQm8Br8gFDEASydsWQ+s9lhBLevZZBjni+0BZLX9Mv8/Rz8GNqS2lbw8ILC0nKS6qjGVWTzFui3Uqh9EGb0b9CYLe6mVM1SS9I53TSaclY34C+NXtTE/IKvRVxiX/e+B+3IqQlwAqlkoFPvcBDz/4PC8vyM5l/HJBmP/s096CpV/XaXnQFBdyaPRvU+kVRIecqHk+1wLKhoUBR7rEEkn48Q+GtnGrdtyrk7L9F3mnpa9qqqTNOwxqVcUYVub4T1syA4qJQCkt4ZAn4dzTuvcyYKYbpNLiYqRb+LVwZO6cDm+adJStFv7KfnpDHmi9PMuTZEHwa17F6WYfH4eY+UanvLif+gIa9oOXDRr+dVqPjxpkkzu+JIyGybIVguTIALXqjZau8dEL9WvFVn68kmYb6yqUDe8jLzCjatrSxIaT/Q2WfUF10Ovj3aUgq0X/U501oNarm7lsOMpmMLg834r+vzxSNxV/LIO5yOv4tXfFvFYKLrx/p8XGAqIh8/txNuox9VLR+AFG9+fbZOwJHosiRgUdhWWREi193MxFypbgo0yAM/O6IHLk1hVL6oMxUH12hlvRVVw39PQG7zt44j2hc6/6e1eGpNk+x9tpa0lXpAORr8vnxzI981P2jOp5ZJSnIFEV0suOl4wM/gtZjSz+nHrAvbh+6Yg/0zVya4e9QwaqK6nDXK9SpAez8P+m+7W9DVrxokVZD7zOCIHBm60b2/fMHOq00c+jg5sGIV97Ap8m9M9oxqXlsuyjtzZ/Ro/qBV9LX31B4/YZkzPuDD7Bu2gCrxr5k74sja0c0FPMc1STnk/RzOE6DArHv6Vcrpfn5EWlkbpV6UivdbXCb1AKZwoj3jz4Cy0tUKckUMG4BNK7hBRMzDzz15xPXzD1x9bFj3OtheJfoDcjPVrPu2zNcO5FYxpm1hEwmCs+4BEnH170I6VFGu01uporjG2+y6K3D7PjzUpnBp9JSTk7TWP5ttwSNXP+wYF+g5MNWb2GlMC0lvKog6HQG1itt+g/GytaujDOMwJ6P4com6VjLUdBrTs3dswL4NnXBv6W0B+vouhsIgoBMJqPtoKGSfWd3bZU+RFnaiRmZ7i+JmYaXL8CrV+CRpdDzVWjYG6xKkfkvDZ1GDGZP/glrn4N5ncTS3UUPw64PIWIz5NTTjJaJoUkvIPmXs4bBp1yG86jGuIxuWq+CTwAHSweebyv1q113fR0RaRF1NKMqoCkUy26TpL7EdHoaur1YN3MyEgbltwE1WH5bkrteoaN/Exe6inN0Hqx5skbE09QFBWz56Wv2/PWbQfAZ0DqUqZ9/V6HgE2Dh4ZvFY0BaeDvQvYlbteaXc+Ag6f/8IxlzGj0ax8HiYqxMLsOxrz+ez4WidC/hqa4VyNwSRcof59Fk1qzwnDoxl7RlERSTJUBmrcDtsZbIbY24IH77rFihoylRjfPwPAgeYbz7mDFTBvXrU9fMPbFxsOThl9vSNExqxaLV6Nj+50VObr5Ztwq51k4wbiEUzyyqMsUSIU31lOcSbmayY8FFFr11mBMbb5JXhpKdo7s13cc1IWXsERa7f0WqQwJJLtIPleTLV6s1F1Mh8sxJ0u5k9QDkCgXth4ysuRueWwUHvpaOeYeIpbcmkN3rUqIXNCk6m5tnxcCkZa9+KK30iw45qSncOH2ccnHwhhbDoP978Nh6eD0anj8OD/8MYdPFcuOSD4FlocqEyL3iz2/5JPiqKXzbGlY+Bod+EAWdCrLMIkeVQHUzk6SfwlHflgqLyW2VuE9vjX0X3zLONH3GNhtLIyf937OAwFcnvjIdBfTyEARY/6JYEVOcFsPFVo165PVZknxNPkfij0jGarT/syxCH7njFVqirPzif7B4rFG9QtMT4ln67mtcPrjXYF+nh8cx9q0PsXWsWAVWZr6alSeklSUzejaqlmCeJj2d+LfelIxZ+Pnh9fZbBsda+jvg+WI77Doa9lmqIjNJ/O40eeeTqzyX8tDmqkn5+xKCqlgALwO3ycFYeBjBP/YuKddEnQJVicX5IV9C20nGu4+ZGkMQBHLSC7hxOglVftm2gaaMuQT3PkRpoWDg9FY4edlyclOUZN+x9TfJSMyn79QWKCzqKCBo0B4GfiiaHd/l1inY/aFYHlQJtGod108lcm5PnIEvakn8W7oS0sePgNZu/BT+I8vPLy3aF+9egG+qftUz5ny4QUasPnJy47+S7eZde+LoXkMiK3GnYJ00K4OdpygkYmnED89q4BnoSKO2HkSG6x8gjq2PJCjEHWs7e4J79OH8rm1F+85u30zTjl0rfgO5XBRN8WgO7aaIY+p80a/v1knx7zzupFiOWxEyY8WvS2uL3cMCbFz0X7auxbad7/zraniMpX29frCvLDnHbpOx7oaknA7AwtsWt0dbGd/CoJZRypW8FvYaM3fNLBo7lnCMfXH76OPfp+4mVhF2fwznSlhx+XWEMfPFMtJ6zOH4wxRo9W0wPnY+tHBtUTeTadwPntgs9tgW9wqNOgALh8CU1dWy1xB0Os7v2c7+xQtR5UkXeSxtbBg882WadqpcH+/y4zHkFhP+8XCwYkSoT9XnKAgkvPc+2uRiFRByOb5ffoHCvvSeb7mVApexTbFu7kL6v9fQ5ekf8IV8DWlLIijokI7zyEZGs2oStDrSllw2EEdzGt4I62YuRrkHABmxsGgU5JWoCOn7DnR+xnj3MWNUCvM1JEVnkRiVReJN8d+8TDHJMvyFUAJbV69CoC4wB6D3KTKZjM4jGuHsYcPufyLQafUPYVeOJZCdVsCQZ9pgbV9HPY5dnoOb++HqFv3Y4R8hqBc0G3TP03MzVFzYf4uLB26Rn1220q+FlYIWXbxp09cPF2+x7HTBhQXMPz9fclxBAxvQW7YRc/EsOp0WeT1+GEq4fpW4SxckYx2GG9EEvThZ8bB8MmiLZZIVVmJ5qgmZoQN0GtmQyLPJRSVOafG5XDuRSPPO3rQdNEwSgEafO0P67Vu4+FTDA83CBgI6i193yUmG+NPF+klPif1wFUGnhtwk8asyyJXSoLRkkGrjXCKYvfNl5VivAldBqyNjQyS5Rw39Pa1bueE6oTlyq/r7ui5OjwY96ObbjcPxejuJr09+TfcG3U23f/3kQjjwlXTMtRFMWm4yC1XVobTy2xq3uyoPn1DRK3TxWEgtZn2WdAn+HCgGoV4tK33ZxMjr7PzzZxKuG1YLufkFMPLVt3D1rdx7v1qr46/DUZKxx7oGYqWs+us189//yN4htSBze+ZpbNu3v+e5Nq3dsfR3IG3VVVTXMyT78k4loorKxHVic6wCKth6UQaCIJCx/oaBLZRdJ2/suxmxSiMnSWzzyIqTjnd9AXq9Zrz7mKkWWq2OtFu5YrB5J+BMT8iVlGUXJzEqyxyAmjE9mnfxwcHNms2/nkeVq1/Fi7+WweovTjL8hVCcvergQ18mg1E/w689IKuYOfV/z8Bzh8DR8E1XEAQSIrM4tyeWyNPJ6HRll5o5edrQpo8fwV19JOrAq66u4ttT30qOdbZyZu6IX9h2/D0KcsQsqio3l6TIG3g3KWHwXY84WaL3M6B1KF4Na8DPqzBPDD5zpKIRjPzBJFX03HztadbJi6vH9BmB4xtv0iTME8+gRvg0bc7ta/rViLM7ttDn0RnGnYS9BzR7SPwCsSQx9YYYiN46KQamCeel4hDVRaeB3GTxqzLIFIZBaWmBaskva6daD1y1uWrSllw2eJADcOgfgGP/AJP096wqMpmMV8Ne5eiGo0WiN1FZUay8spIpwVPqeHalcHU7bHpVOmbrJgZBdu51MycjotFp2BcnLSuuk/LbkrgEwvTtsOwRiD2mH8+6BQsGw6SlENSjQpcqyMnh4Ip/OLtjc6ntAM279mTQsy9haW1Tytnls/n8bW5n6jOA1hZypnQOLOeM8imMjSXxk08kY9atW+Mxc2YZZxiicLLC/cnW5By8Rea2KCi2mK9NLSD517M49g/Eoa9/ld9bco/eJveY9PPTsqEjziMbG2/xIj9dLLtNk4ow0W6aWHlWjxYZ7ycEQSA7taAo2Ey6mUVyTDYate7eJ98h8WbZIpumjDkAfQDwberCuDlhbJx3lswkfcN5ZnI+q788yZBn2tDAmCUeFcXWFcb+CX8NA+FOyU1+Gqx5Suynu5N91Ki1XDuRxPm9cSTHlF9mG9DKjZB+fgQEuxp8GGy5uYWPjkhVIu0s7Ph1wK80cW3K5VYhXD12qGhf9PnwehuAZiYlcPXoIclY2Igxxr+RIIjm8fFnpOPd/yf2IJkonYY35PqJpKJFjKzkfCIO36ZVzwa0HTRMEoBe3LuT7hOnYmFVgyWbMhm4NxG/QieKYxqVGITG3cmQ3jolZppLikbUNIJWLNcqWbJ1L2SKYiXBZWVdXcC2ZMbVqUr9wqroLNKWRhiYtsss5LhMaI5tm/of4JRGM5dmjGk6htVXVxeN/XL2F4Y3Go6TVR0rnxcn/ozo/SwU629T2sCkFfeN0f2ZpDNkqvSLH46WjrT3unemrVawdYVH14mWGxHFbLlUmfDPaFG0qHXZnxGCIHBp/272LV5AfpbhAo/S0oqekx6l3ZCRVQqaBEHgjwNS5ddxHfxwsbOs9LUABI2G+Dmvo8vLKxqT2djgO/dLZBaVqw6QyWU49PLDqrEzacsj0BS3ttNB1o5oCq6l4zqxOUqXyn1OFFxPJ2ODNChUuFjhNiXYeOJohbmwZAIknpeOtxwlCkOag89aQ5WnJikqm8SozKJS2vKq+MpDYSHHM8ABr1IshOoD5gD0AcHZy5Zxr4ex5dfzxF/LKBpX5WpY/304fae1oEWXqvdZVJnArtD3TbEn6C7RB2Hfl2SHvsyF/be4dDCegpxyymytFQR39aFNH78ys7n74/bz1oG3EIrVMFgprPix34+0cm8FQECbtpIANOZCOJ1HT6jmN1g3nNq8DqGYDYC7fyBBoTXwIHTgK0OT82aDof/7xr+XEXHysKVFdx8uHdDbP5zcHEXzLt4069KDPYv+oCBbXFUsyM3hyuEDtO47sHYnqbQSLVr8wqTj6nxxNbv4V16a4VjJL3Ve6fepKQSt6ANb0gv2XsjkYO1cgYyrOCZYO5ETriNzd5JBv6fC2Qq3R1vWC3/P6vB82+fZHLmZPI34O85UZfL7ud+Z3XF2Hc/sDulR4gOwunifoAzG/mGSVRJVpWT5bR//PigrKkJWG9z1Ct0yR7RAu4u2EFY/Adm3oevzBqclR99k14JfuBVxyWAfQJOOXen7+FM4unuWur8iHL+Zxvlb0sD2ye4Nq3y91PnzyT8jXRj1ev11rBpW/ZqWDezxfLEdmZtvGpT4F0ZlkfjdaVxGN8G2bcV+DuqUfFKXRECxZJfMUoH7Y61Q2Fct8DZAo4LlUyCuhKBekwH3Rc+1KaPV6Ei9lVMUaCbezCIjsYqfwzJw8bbDK8gBr4ZOeAU54trADoWi7sUdq4oJvTOaqWms7SwY+b+27F0cQcRRfbmHTiuw66/LZCbl02l4w9ovUevxCkQdhMi9CALcVrfk3FotkSsPlyv46eJtS5s+fjTv4o2lddl/yicSTvDK3lfQCPoSZKVMyTd9vqGjt/7hJ7BNW8l5t65cRl2ouqdhtqmRn5PNhd3SnpewEWOM34d0eYN04QDAI7jefKh1HBrElSMJaDXip39OuoqL++MJ7e9Pm74DObFeH1iHb99c+wFoWVjYiF+llKmXi7qglMC0lMA1L01UyCwKXHPveWmjIujuzCvtnodqBUfS1S9ToDMMYiy9tbg9GYrCsX69fquCu407T4U8xfenvy8aWxqxlInNJxLgGFCHM0P8e1o8zrBneciXEDy8buZUAwiCYNj/aQrltyWRK2DoV+DYAHZ9IN237S2xymLgRyCXo8rL4/CqJZzZugFBZ1gS6OzlQ78nnqFhuzCDfZXlj4PS7OeAYE8aeVRt4Sj/3DmSf5onGbPv0wfnidVfUJZbKnAZ1QTrZi6kr7mKrlhrk6DSkrb8CgVX0nF+uDHyYs8lsRFpnNkeg0alxdHDBmcXKzzPJyMvrmAqA9dHmmPhbSSbNK0G1kyHyD3S8YCuMOEfUBopyDWDIAhkpeRLgs2U2Jyi54vKYutoiVdDR7waOuIZ5IhnoCNWNvdXyHZ/fTdm7olCKaffY8E4edpybH2kZN/JzVFkJOXR/7FglBa1GEDIFWiG/8rVb9/gXHovUjXlrFDKIKi1GyF9/fELdrlnUHUx5SIv7n4RVTFxHBkyPunxCb38ekmOdfLyxtHDi6xksTdQq1YTH3GZwJC2Vf7W6oJzO7agVun7aOxdXGnRvVc5Z1SBhPPw79PSMRtXUfHWun6Ug9i7WNO6dwPO7tJL/p/aGkVwdx9CBgzhxIZ/i3qcEiOvkXD9ar0tyQbAwhosfMCxkpUOGlXpGdVSs67FgtfCnBr5Nu6i0rUkrXAOWgxLa+0V/+GU/jeyvwKg41OiIrG1CZWj1gBTg6ey8spKbueKmRmNTsO3p77l277f3uPMGkRdIPaHFxe/AdHns/PTpZ9TT7mSfoX4XH1FhZXCiq6+lVDQrk1kMuj5iriIte55sT/8Lkd+Qsi8RYT3VPYtXURuuuFCkMLCgs6jJtBx5FiUltUPYm6m5LLzstSnfEbPRmUcXT66vDziZ8+BYl6kCjc3fD752KiLsDYt3bD07yAKFF1Nl+zLO5NUJFAkeNhyaPU1Io7oF/0TbmTS2U6BvIQTQYy1kohjiTjdzMLJwwYnT1ucPGywtquCoJhOBxteEheKi+MdApNX3BeCX3VJQY5aIhKUFJVFQW7VSmmVlnI8Ax3xChKDTa+Gjti7WNWteFktYA5AH0BkMhlhQ4Nw8rRh11+XJSs0108mkZNWwJBnQ7B1rPnVsazUfC7su8WlQ/Goch8r8zhLGyXB3X1o07sBThX0w7qRcYNndz5LbokMzjtd3mFoI0OLFZlMRmCbUM7v3l40Fn0hvF4FoBq1mjNbpR847YaMRKE0oiJmTjIsmyQt6ZQrxdIu16qXN9UF7R8K5OLBeDR3fNfys9Wc2x1H2NAgGrbtwM0zJ4uODd++mcH1OQCtKkor0e/UwdAXr1w0hVCQUU6gWjKgvfNvYfl93oIgI1s7jizNVEC6UCYjG1eLb7FR3Ck3S4sU7Z52fyz623V6WrTIuQ+xVlozq/0sXj/wetHYzpidnEw4SZh39TNUlUang7XPQozUE5NWY2DAh7U/nxqmZPazq09XbC1M/CE/9BGw94QV04oWjFJVtuzacp3YvO9KPaVR+470ffwZnL0q+X5QDgsO3pRUO7Vu4Ejnhq5VulbiF19SGC21ufL5+COUbsZXCVU4WOL+eCtyjsSTueUmaIoJFKWrSPr1HJE6uJIlDUxaWsvxKhF8xhbqOJORD7cNe/yt7Sxw8rQRvzzEoNTZ0xYnzzKCU0EQ3/fCl0jH3ZvBtP/u+8U4Y6NRa0mJzZEEm5nJVdNikMnA1ddODDSDHPFq6ISrjy3yelxKW1XMAegDTNMwLxxcrdn8yzlJE3RCZBZrvjzJsJmhuPoaqRSkGIIgcOtqBud2xxJ1LqX8MltlDCHt5TSbPLncMtuSxGXH8fT2p8lQZUjGX+7wMhOal12GE9CmrSQAjTkfXuF7mgIRB/eSm6FfjbWwtiFkwGDj3UCjghVTRW/K4gz9Chr2NN59aglbR0va9vfn5OaoorEzO2Jo3VsUIyoegF45vJ/e057ExqF+ZHjrHKWl+HBrX8m+MK26WAmwNFDVZuaQFt4YVYaXwWmWssu4Wn6JUlaKyq86V+x5O/EHNOoDnZ4RFYjrQal4ZRjScAhLLi/hXMq5orG5J+eybNgy5LJafsDZ8S5clCpxE9ANRv1SJZEpU6c0+5V6wR2v0MJFEzgabc2p1AboMPz9OHp40vexp2kc1tmomZmMvEJWnZJ+nszo0ahK98jevYeMFSskY86PTMShb99qzbE8ZHIZDt0bYN3YmdRlEWiK9fjJgMZycLFXcCpPS54OAixlNLGWvu+ka3SE52kpi4JcNQU31aWqnVrZKYsFpXeyprErcT63BOviv0anAJi29r5Qm65JBJ1ARlIeScX8NlPiciRWhpXB3sWqWLDpiEeAQ6WeZe9nzD+FYgiCQGJeIt52xlvZM3W8Gzkx7vUwNv50lvQE/RtnVkoBa+aeYvDTrfEPrtpKZEnUKi1XjiVwfm8cafFl95XJ0BFkdZwQ2800sDyPLFYByS3Av1OF7pOcl8xT258iKV/aczSjzQyebP1kuecGtA6VbCfevEF+dla9CDoEQTCwXmnTbxDWdkYSYBEE2PgKxB6Vjnd6BsKeMM496oC2A/w5vzcO1R2z8cJ8DeE7Yug0sj2OHp5kJYt/Rxp1IRf37qwZNWEzehQWok2NvYdkWBWZSeqeCHRZhQan2Pf2w6l/J2TqMZB6XfSavPivKK5Sksi94pdzIHR6CtpNFUWN7gNkMhmzO85m2pZpRWOXUi+xKXITIxqPqL2JHPsNjvwkHXNvBo8sEUvB7zPisuO4kq5XzpbL5PT2712HM6o4giBwLSaHPTc7kpOeYbBfIRMIG9ifzlNn1ogS+JJjMRQUs5zwdrRmWEjlBRE1KSncfucdyZhlYCBec+ZUe44VwcLbDs+ZoUQuuIh1tDRQdFXK6esg45aFggCtTuLnqAJOqHRUrVNQFJJMyhWzcnpaA4uwkmXjpEzAySodp+CBOF+W4+SZWZQ5vd9LPCtCfnahvm8zSvw53n0WqCwWVgo8gxzwCnIqCjjtnO9/DYKqYg5Ai7E3di+v7HuFacHTeCrkKRwsHep6SrWCo7sNY+d0YOvvF4iL0GfPCvM1bPjxLL0nNaNVzwZVvn5mcj4X9sVx+fDtcl/YVrZKWnb3pXV7BY4rZ4hZDxDVNFc/Cc8euOeDYkZBBk/veJq4HKnR8sTmE3mp3Uv3nKutoxMegQ1Jjr4jiCAIxF48R7MuFfNIq0uiwk+RGhdTtC2Ty2k/ZKTxbnBkHoQvlo416gMPfWq8e9QBVrYWtBsUwNG1+p7os3viCOnnT8iAIRxc9rd+fOcWOgwbhew+zOCYKoJOIHtPLFk7ow2MuOW2SlwmNMemxZ1FMksrcYU/oAsM+ghO/QUn/jT0qAXIiIbt78CeTyFkgriQ4tWyxr+fmqatZ1seCnqIbVHbisa+O/0dAwIHYKOsvDdjpbm8Aba8Lh2z8xS9Pm2Ns5hpauyJlYq8tPVoi6u16X+v6bdvsXvhb0SdPV3q/kC7dPp53cA16Tzc7lRhr9CKUqjR8ffhKMnY492DsKhkOaIgCNx++x20acX6VRUKfL+ai9y2dsqg0+Jz2bM4goTITDyVMtrZKrAuJuiolMkILCFII7OQ4/9MCI/72pOTVkBmcj6ZSXlkJOeTmST+PzMlH52matk3leBAktqBJDWwJxPQqwxb2ijFjOndXtM75b3OnjZY29+fwammUEtyTLakdzM7teDeJ5aCTC7DrYGdpG/TxdsO+X3kM13TmAPQO6i1ar4+9TUanYaFFxey7sY6nm/7PGOajjEtGfUawsrWguEvhrJ/6RUuHdLLiws6gb1LrpCZlE/X0Y0rrJArCAJxEemc2xNH1PkUgwfH4rg1sCOkrz9NO3lhYXmnNGXUL6Jp9l0yY2HdCzBxcZmeVbnqXGbumsn1jOuS8aENh/JW57cq/IYa0KatPgBF9AOtDwHoyY3/SrabdemBk6dhqWKVuLZDLKkrjmtjGP8XKOr/6yOkrz9nd8UWlaJrVFpObY2iw0MDObJqCVqNuHCSkXCb6PPhNWNpY8YAbXYhaSuuoLqeYbDPMtAR18ktUDqVscJs7wm950CPl+HyejErF3vM8Dh1nhionvoLgnpC52eg+dB6XZ47q/0sdsfsRq0T/56T8pL4++LfPBv6bM3eOPaE6DNZ/A3fwg6mrASXwJq9dx1S38pv1aoCjq9dxYn1a4re24pjby2jr9slmjqkiB+3qvwKeYVWlg1n40nK1gsE2loqmNSx8qrNGStWkLNvn2TM44XnsWnTptpzvBdatY5T26I5tSWqqEwzSSOwJ1tDO1sF3hZlB9Mu45th6ScmOhzdbXB0tzGoONPpBHLS7wand4LS5HwykvLJSs6vsspqYb6GpOhskqINe+4trRVFQanzHSGku4GqjUP9CE4FnUB6Ql6xYDOTtFu5Rd7flcXB1boo0PRq6IiHvwMWVvX3M8IUqP9PjkZiWcQyorP0jetpBWl8dPQjll9Zzuyw2aarZmdEFAo5faa2wMnLliP/3ZA8Q5zZEUNmcj4DnmypDxJLobBAw5WjYplt8ZLekshk0KitB236+uHb1NnwDa35EOgyE47+rB+L2AjH55eqnqjSqnhp90ucT5EaLffx68PHPT6uVP9TYJu2nCpWyhpz/myFz60rEiOvE3PhnGSso7FKRZOviBnoYr6iWDnBpOX3TemihZWCDkOCOLhSr9Z5Yf8t2g4IoFmXHlw+uLdoPHz7ZnMAWgsUXM8gbUUEulJMuh36+OM4MBCZogIPQgoLaD1W/IoPh+O/w/nVUEwZu4ioA+KXUwB0nA7tH62XWTs/Bz+mBk9l4cWFRWMLLixgTNMxeNpW3auxXFJvwLKJoCmWUZApxEUq33Y1c08TIL0gndNJ0gyiSdqv3OHGqWPsXvh7kdp7ceQKBe2HPkzXMROw3PN+pbxCK4sgCAbWKxPC/HGyrZxgniryJomffyEZs2nXDrennqr2HO/F7RuZ7FkcQfptw5YiwUqB9YhGOFkqyNx8E0oEig79/LEN8TA4ryRyuQxHNxsc3Wzwb1HiHjqBnAwVmeEHydj2B5lqTzK13mRqfcnUeKOlakKShQVipjA5ppzg1EOaPXWu4+A0N1MlsUBJjs6isKDsvtrysLRR4hnocCfYdMIz0AG7shY6zVQZcwB6Bx97H7xsvUjMk74pX0u/xtM7nqaPXx9eDXuVIKeguplgLSGTyWg/KBAnDxt2LriEplhvRmR4Mmu/Ps3QmSEGL8aMpDwu7L3F5cPx5b7ore0saNnDl9a9G+Dgeo9+kgH/B9GH4Xa4fmz72xDQGXz0vZpqnZrX9r3G8QSp0XIn70581ecrLOSV+0Dza9EKuUKJTnsn65V4m8ykBJw8Tbc3uGTvp3+rELwaNan+hfPSYOlEUBXrL5HJYfwC8Li/FGFb92xA+I4YctLFwESnETi5OYrQQcMkAWjkqeNkpSRVy3TdTNkIOoHs3TFk7YoxLLm1U+I6sQXWzaq48OHbFkb9DAM/hNN/i+W5WbcMj8uMgZ3vw97PoM14MSvqXfPZFGMyI2QGa6+vJV0ltjLka/L56cxPfNi9BhRoc1Ng8VjIS5WOD/8Gmg0y/v1MiH1x+9AVW5xr6tIUf0f/OpxR6WQmJbB74W9Enj5R6n6/lq3p/+RzuPvfyVRX0Cu0qhy5kcrl2/rPFZkMnugeVKlrCGo18bNnIxToFz3ktrb4fvkFMmXNPd4W5ms4uvYG5/ffKrW6KyjEnd6TmmHvIj7jWDdxJm1ZBOo7gapNqAeOA6pfESCTy3DICcfh8FT8bPLBpmgHwvhF5Hj3KSrrzUzKv5M5FTOoWnUVM6flBKcW1oo7gendoFT/f1tHS6MFp2qVluSYLBLuKNIm3swq+tyuLHK5DDc/ezHYvJPhdPa0rXC1n5mqYw5A7zAwcCA9GvTgr4t/sfDCQvI1UonlvXF7OXjrII+0eIRnQ5/Fyer+lrFu3M4T+1et2fzzOfKKiX4kRWez+vOTDH8hFFcfO2Iup3F+TxzRF1PLLbN197cnpK8fTcO8UJaTQZWgtILxC+HXXnprBm0hrHocntkPVg7oBB3vHnqXvbF7Jae2dmvND/1+wEpR+VUrC2trfJu3IO7ShaKx6PNnCelvmgFoVnISV44ckIyFjRhd/Qtr1eLPOl26Ss2gT6DJgOpf38RQWMjpOKwhexZHFI1dPnybtgM6SfqCBUHHuZ3b6PHItLIuZaaKaLMLSVsegepGpsE+y4aOuD3SAoUxVqLt3KHnq9Dtf3cqK36H6EOGx2kK4Mw/4ldgd9HGpcXwelF27mjpyMy2M/nk2CdFY2uvr2Vy8GRauLYo58xKUpgnLlKVfJ/o+Rp0eNx49zFRDMpvTSz7qSks5MSGNRz/bxUataEol52zC72nTadF997SAOEeXqFkxcPoX8XP6SpQMvv5UEtvAt0qp7qfPG8eBRcvSsa83nkHS/+aWwCIOpfCvmVXSg14bBwt6TWxGY3be0h+lhaetni+0JaCK+mgkGHd7N4e5hXi9jlYMgFKPK/y8DxkLUfggFg66tdcumAn6ARyM1UGQendQFVTxeBUXSDalaTEGnpAK60UeqXeEgGqrVPZwalOJ5B+O1eS3UyLzynXPaE8HN2t8WqoFwly97Ov+DOpGaMiE6r6W6wiYWFhwsmTJ+99YB2SmJvID2d+YP2N9aXud7JyYmboTMY3H1/p7Fp9IzutgE3zzpJ6S1piYmGlwM7ZiozEcsps5TIatxPLbH0aO1X9DffCGrEEtDhtxiOM/p1Pjn/KiitS2fUmzk1Y+NBCnK2dq3Y/4Oia5RxaqRfcad61J8NnvV7OGXXH3kXzObVpXdG2m18Aj839qfpCOZtegxPzpWPtpsHIH8vsw63vaLU6ln1wjMwk/Qd6045eeAfGsmO+XtXT1smZp39eaFx/1QecgmvppK24gi6nRMmtDBz6+uPYv4Ilt1Ul4bzYJ3p+lbSMtCSODSDsSTG4MnFLA41Ow9j1Y4nM1AtsdfbuzPxB843zAKzTih6SVzZJx0MeEYOT+/R94i75mnx6Le9FgVb/97Ji+ApaupmGmNXN8FPsXvgrGQm3DfbJZHLaDR5OtwlTsLK9R+B3Y7fEK7SIoJ6iLoONc6XmdT0pmwHf7JeMrX62K2FBFS93zzt1iuhpj4p+s3dwGDSIBt9/VyNloHlZhRxYeZXrJ5NK3R/czYduY5uU7stZE6RchwUPQV6KdHzwF9Cl6r3egiCQl1loEJRm3Pm/prCqer1lo7SUFwkgOXna4OBmQ1ZKvui5GZNd5NNdWaxslaJI0N3sZpAjNg41729vRo9MJjslhQM76gAAmuBJREFUCEKpRtTmALQcLqRc4IvjXxCeHF7q/kZOjZjdcTY9Gpi+QE11KMzXsO2Pi8RcTL33wYCNgwWtejagVc8G2LsYqW5+w/9EkZBi/NBpAvOTpZYgfvZ+/D3k72r3OcVfjWDZu68Vbds4OPLc74tNTv20IDeH32c+gbpAHzANevYl2vStZtnbiT9g06vSsYBu8Og60d/xPubqiQR2/HlJPyCDsbNDWPXhcxTm63/Ow16aTYvu9cNqwZQRtAJZu6LJ3hNrWHJrb4HrxOZYN63FXuO8NDi9SHwNlPS7LY7CCtqME7Oivm1rbXqVZX/cfp7fJe3Z+7Hfj/Tx71O9CwsCbJkjZo+L07C3qHh7n79PAOyK2cWsPbOKtr3tvNk+dnudi7RkpSSx9+8/uHb8cKn7fZsF03/6c3gGNar4RW+fhSXjIadE76hnS/H37VRxpfw3/z3PsuN6xfZQf2fWzuxW4Z+bNieHmw+PQn1LXz6v9PCg4fp1KF2M+14hCAIRR25zaPX1UlX8HT1s6DOlOf4tarFXPCMWFgyGLKnaP33fFoXXaghBEMjLKhSVepPuiCIl60WRqhooGgO5Uoa7n4O+lDbIESdPmzp/LT7olBeAmn4dUR3S2r01i4YsYlv0Nr49+S3xufGS/ZGZkTy38zm6N+jO7LDZNHZuXEczrVksbZQMm9mGgyuvcX5fKf1Sd/AMdKBNXz+adPBEaWHkkobBn0PscUgSA4OFTg4GwaenjSfzB803isiGd+OmWNrYUpgvZnjzs7NIjomq3Ad2LXBu51ZJ8Gnr5Exwj2qabt/cD5tLfIg5BcDEfx6Ih8qmHbw4vTVan/UX4PS2eFr26k/4to1Fx53dscUcgFYTbZaK1GURFJZmsN7ICddHWqBwrOW/OVtX6DELur4AV7eIWdGoA4bHaVUQvkT88u8s9okGjxRFj0yIng160tWnK0duHyka+/rk13Rv0L16FTyHfzQMPj1bPTDvE1B6+W1dPvBqNWpOblzL0X+Xo1GVViLqRK8pT9CqV7/KL6b6hML0HWKvb6perI2kS/DnQJi6BjyD73mZ1BwV/56WBk4zejSs1M8t8eNPJMEngM9nnxk9+MxMzmPvkisSe7q7yOQy2g7wp+PwhuUKMxqdnCT4Z5Rh8Nn1Beg1u0ZvLZPJsHOyws7JCt8Si4L64PROUJokBqV3/682cnDq5GlTLNh0wt3PHkU5isNmTA9zAHoPZDIZg4MG08evD4svL2b+ufnkaaRlp4duHeJo/FEmNJ/AzNCZ1Sr9NFXkCjm9JjXHycuWQ6uuFdXfy+UyGnfwJKSvH14NHWvuw9fCBsYthPl9WW0t4xtX6Zufk5UTvw38DT8HP6PcTq5Q4N8qhBsn9UFuzPlwkwpAtRo1Z7ZIy8TbDxmJ0qIaD5VpkbDyUdF79S4WdjBpmcmXGxoLmVxG55GN2PyLXlH55tkUBjzeSxKAxl2+QEpMFO4BQXUwy/pPwdU7Jbe5pZTc9gvAsX9A3QpBKJQQPEL8SrwoBltnVxj2W4Fo7xJ7DBx89OW59qYhUiWTyXit42uM3zC+SCwnKiuKlVdWMiV4StUuemGNoS2Tgy9MWQXW97c+wl00Og374qTWH3VpvxJz4Sy7/vyFtPg4w50yGaEDhtDjkUextrev+k1cAmH6drHnN66Y6F/WLfjzIeg9Gxr2Aq/WZdoYLT4ag6qYImwDZxuGtK64vkLW1q1krl0rndaj07Dv0b1S30p56LQ6wnfFcmLDzVL7IT0CHOg7tQUeAbXsFZ+fAf+MgVSp1RztpsGgj+u05F0anDpL9gmCQH62Wp85TZaKIqnvoVZrbW8hyWx6BjnWXqmzmRrDXIJbSZLzkvnxzI+svb4WoRTVHQdLB54LfY5Hmj+ChYmthBuLhMhMIo4m4OBqRYuuPrUqT711z9vMiV6HUOyN1hYFfw5bTGv31ka915mtG9i98Lei7aC2HRj75gflnFG7XNy3i60/f1u0rbSy4umf/8LGvoofigVZ8McASLlSbFAGjyyBFsOqN9l6hiAIrP7iFElR+sycf7ALBRkrib2kD0xDBw1jwPTn6mKK9RZBK5C1I5rsvYblrXIHC1Hltolz7U+sIuSnw5nFoh1URnTZxyksodVoMSvaoEPtza8c/u/w/7Hm2pqibScrJzaN3lR5Qb2oQ2IGRltM0MbKEZ7YAt7GfQ82ZU4knODJbXptAkdLR/ZO3FvruhA5aans/edPrhzeX+p+7ybNGDB9pnFU0e+izhf9XiM2lr7fygkCu0FQD/HLuw3IFRSotfT4YjcpOfq/nXeGBTOjZ8UWdtWJiUSOfBhdpl6kzKppE4JWrUJufQ9V/QqSHJPN7n8uly6kYyGn04hGhPb3Q66o5WxbYa7oxVrSy7jlKBi3oN76FhcFp8l6j9Ps1AKs7cSg0zPIEUd3a3MpbT3FXIJrRDxsPfiw+4dMajGJL058wanEU5L92YXZfHniS1ZcWcFrYa/R26/3fffC8W7khHej2l/l3h+3nzdjN0uCT0udwE+J8bS+HQFGDkADWreVbMddvoBGra5ehtFICIJgYL3Spu+gqgefOi2smV4i+AT6v/vABZ8gruZ2ebgR678PLxqLvZxO+4G9JQHopf276TX5MSxtbOtglvUPTaaKtGURFEaVUnLbxBnXic1RmLJIhI0LdHtR9Ci+ug2O/waRew2P0xbCuRXiV4MwMRBtOapOS1NfaPcCW25uKargyVRl8vu535ndsRJle8lXYPkkafApV4pltw9Q8AmG5be9/XrXavCp1Wg4s3UDh1ctlbRh3MXa3oGekx6jTb9BxtcusLCBCYvEHuDiXqF3UWWK5etXt4jbVk4Q2JUIRWt8cp1JJxAtCuytlEzoWDHFWkGn4/abb0qCT5mFBb5z5xol+FQXajmx4Sbhu2IRdIbJBb8WLvSZ0hwnjzp4r9eoYMVUw+CzyQAYM7/eBp8gftbaOlpi62iJT+MHo3rCjIg5AK0iwW7BLHxoIbtidvHVya+4lSPtR4jOiubF3S/SxacLszvOppnL/eWZWNucTDjJK3tfQSPoRQCUgsA3Scl0LFDBhlmi2bmb8fpwXRv4Ye/iSk56GgAalYrb1yLwb1n3foDR586QEhNVtC2TyWk/9OGqX3Dn+3Btu3SszXjo8UrVr1nP8WvhQoPmzty6klE0duu6K3bOLuRmiD1B6oJ8Lh3YS9tBQ+tmkvWI/Ig00ldeQVdSyEMGjgMCcejrX3+81+QKaDFU/Eq+Ipbnhi8DtaEhPbdOwr8nYdvbYnlu2BPgUPuWTu427sxoM4MfzvxQNLY0YikqrYoBgQMI8wpDKS/nkSA7ARaPg4ISFjkjf4JGfWpm0iaKIAiG/Z+1WH4bd/kCuxb8KvkMKE7rvoPoOfkxbB1r8IFertB7he7+WNq2URJVJlzdSlu2ssEKsgQbTuhaoPPvjmOqO3iH3tPaKP2ff8g9fEQy5jFrFtYtqm8pFBuRxt7FEWSlGKpfW9kq6T6uKS26etdNMkGrEbPNN6R/bwR0hQkPTr+1mfsPcwmuESjUFrLk8hJ+O/cbuaU8gMhlcsY1Hcfz7Z7H1boWldLuEy6mXmT6tumSn60MGZ+npDM0u1gmxaet2J9SRV+y0tgy7xsu7de/8XcZM5HuE+ve/3HVx+8Qcz68aLtZlx6MePmNql0sfCmsLVFG6tsentgsrnQ/wCREZrLmS2mVQ8PWN7h8QG974+4fyKNzf7rvKh2MhaDVkbktmpz9hr1pcgdL3CY1x6qRc+1PzNjkZ4ivpeO/G3piFkduAS0fhs7Pgl9YrfZtFWgKGLF2BAm5CQb7nKyc6OPXhwGBA+jq21XqoazKgb+Gikqoxen7jtj394ARkRbB+A3ji7atFFbsn7gfW4uazY7lZqSzf8lCyWdScTyDGtN/+nP4NjOiz2tFSLspVgREHRD9dPMNRXvKxdIBAruK5bqBPUTBo2IBacGVq0SNH49QqM+823buTMDCBdXK7hbkqjm05joRhw1tagCahnnSY0IzbGtbCO0uOh2sf0EUOiuOdwg8vvGB6bc2U38x27DUEin5KcwLn8e/1/4tEnsojr2FPc+EPMPk4MlYKsyrVhXhRsYNHt/6OBmqDMn4u13eZUJmJmx+TXpC5+dgyOdGu/+l/bvZMu+bom2fps2Z/PHXRrt+VUiKiuSf11+SjE355Bu8m1Qhyx5zDP4eLi2pc/CBp/aAo081Z3p/sHHeWaLP6y2InL10JF79AaGY/9zE//scv+AHqwSxImgyCkhbGkFhTLbBPqumd0pu7e+z90KdDq7vENVzb+wq/1jfdtDpGWg9xqgLZ+WxKXITbxwof7HKVmlLT7+eDAgYQE+frtitni5+T8Vp/yiM+OG+9/osjZ/Df+aXs78Ubffx68OP/X+ssfvpdFrObt/MoRWLUeUZLnJb2drRfeJUQgcNRV7X5Zg6naiMG31IDEijDkF+WuWuYekAAV0gqDs6385Ezfoc1VW98q7cwYFG69dh4VO1zyhBELh+KokDK66Sn6022G/vYkXvSc0JCqlD4T1BgK1vwrFfpONuTcV+a3uPupmXGTOVwByA1jJX0q4w9+Rcjt0+Vup+fwd/Xu3wKv0C6lay3dSJy47jsS2PkZQvNX6e1X4W09tMF9+gV0w1FEJ4ZJlYGmcEctJS+e25x4q2ZTI5zy9Ydm/j7hpk809fc/nAnqJtv+DWTPy/KgTdGbEwvy/kJuvHlNbih1uD9kaY6f1Bcmw2Kz85IRlzcd/L7Wuni7ZbdO/NsJcevExQeeRfSiV99VXDkls5OA4MwqG3X/0pua0qKddEwaLwpVBoGIQXYesuluaGPQmOvjU6JUEQmBc+j0WXFpFfmqJvCSyR0TUvj/65efTJy8dFp4MmA2HS8nuWTd6vjFs/jivp+n75D7t9yOimo2vkXvFXI9j15y8kRd0odX/LXv3oNeUJ7Jxr0Su3Muh03Lx8koVLF9NFfpnO8su4ycp5LZQg8YwjaVekyr2+c7/AacTIKk0nJ72AfcuuEnUuxXCnDNr09qPLqEZYWtfx3/bez2HvZ9IxJ394cis4GUft34yZmsYcgNYBgiCwN3YvX5/6muis0tUSO3p3ZE7HObRwreVymXpAcl4yj219jNhsqVLm9NbTmdVhln4gPx1+7QWZelNrrJ3h2YPgXDFxg3vx16szSY3TX//h196hSccuRrl2ZclKSebPl2ag0+r7bUbNeZfGHTpX7kKFubDgIUg4Lx0f+ye0GWeEmd5fbJt/geun9Ashtg4JpMUsLdqWK5Q8/fNC030IrEUEjY7MrVHkHDT0DFY4WuI6uQVWQQ9Y6VhBFpxdJpbnlrRQKI78jvVLp2fEDFANLlAWaAo4evsoO6N3sjduL5mqzHueoxAEwnQW9O/0P/o1HIKXnVeNzc9UicuOY8i/Q4q25TI5eybsMXp7TV5WJgeX/c353dtL3e/uH0j/6c/Vi8qLOavPsvKkWIIvQ8eoBtl82zn3Tob0IOSllnpeboIlMXulWUjHwDwa9FJDQOc7Krs9xUqCe7gOCDqBC/tvcWTtjVJtP1x87Og3rUWdCCwacORn2PamdMzOUww+jahzYcZMTWMOQOsQtVbNsohl/Hr2V7LVhqt+MmSMbjqaF9u9iLvNg+GzeC8yVZk8vvVxrmdIH9QmNJvAO13eMcwax56AhYNBVyzT4t8FHt9klBX63X/9xpktG4q22z40nP5PPlvt61aFfYsXcHLDv0XbLr5+PPH1z5Xrg9HpYNVjcFnqIUqv2dDvHSPNtIJTyVOTuT0aTUo+Vo2csOvkbZIlmekJuSz74FiR/60gCChlS8lNTyw6pscjj9J59IQ6mqFpoEkrEFVuYw3f66ybu+AyoTmKB9m/TaeDyN1w7Pc7ol/lfP56txH7RFuPrfFebLVOzanEU+yM3snumN0k5yff+yQgxD2E/oH9GRAwgADHgBqdo6nwz6V/+PLEl0Xb7T3b8/eQv412fUGn4/zu7RxY9jcFOYavIwtrG7pPmELbh4ajUJp+Bjopu4Aen++hUKtvWfh1ansGt75TPisIkBwhBqJ3v/JS0BbKiNziiSZfX1KstNXQaHAyCssSrxsLW/AvEZAWE+dJi89lz+IIEiINF1nkChlhQ4NoPygQhUUtW6uUxpnFsO556Zi1Ezy++YFTmjZT/zEHoCZAekE6P4f/zKqrq9CWohZnq7TlqZCnmNZymlT84QEjV53LU9uf4nyKNDM3tOFQPuv5GXJZGR8Qh76HHe9Jx3q+Cv3fK/34SnDj1DHWfvlR0barrx9PfPtrta9bWVR5ufw+83EK8/VlcwOffoGQ/oMrd6E9n8K+L6RjLYaLinrGlusvB12BhuT551HfKua3ppBhG+qBfTdfLP1q2eT7HuxadFkiVqFQnCM3ZWfRtoObBzN++qPue7DqiPyLKaStuoZQYFhy6/RQEPY9H4CS28qQekO0sDizGFSGtjRF2LhCh8cgbLrRqjrKQyfoOBf+F7sOfMROWyviKmg71dSlKQMCBtA/oD/NXJrdt+0lT2x9gpOJ+meY18Je47FWj5VzRsVJjLzOzj9/JuH61VL3N+/Wiz7TpmPv6maU+9UG32y/wg+79YvJ/q427H2tL4qy3gsEASEpgltz3iD7WPGfg0BAv1TsPAtLP684Frbg3wmtf09OxXfm1BENOo3hs653Iyf6Tm2Bq2/dtdRIuLQOVj0OxTVELGzh0XXg36nOpmXGTFUxB6AmxI2MG8w9MZdD8YdK3d/AvgEvd3iZQYGD7tsP8LJQaVU8v/N5jiVIe2d7+/Xm277flu+xptPB0gklhDJkMO1faFw9eXxVXh7zpj8iEZ15+pe/cHCt3Yz1yQ3/sm/xgqJtWydnnvppAUrLSmQML/wLq5+Qjnm1hie3gZV96efUALpCLSkLLpTqB3kXywAH7Lv5YtPaHZmy7lems1LyWfL+UXRa8T1T0BWgzp2PTqMXsXh49rs0CatkOXQ9R9DoyNxyk5xD8Qb7FE5WYsltoGMdzKyeoMq5U54739CHtzgyubhQ1PkZCOxec+W5CRdgwWAozEYArlpasNPegV2+zbmWa1hWXRr+Dv5iMBrYnzbubcpeOKxnpBek02dlH4nI4ObRm/F3rN7CQEFODgdX/MPZHZuhlGcyV18/+j35LIFt2lbrPrVNgVpL1892kZ6nf498f0RLnujesNzzMtevJ37O65Ixt+Gd8OwsFzOkuUllnKknobA5u7Nmkq4xzMxbWCvoOqoxrXs1MJ1Fses7YekjoCsmiqSwhMkrqv0MY8ZMXWEOQE2QA3EHmHtyLjczS5frb+/Znjkd59DK/f/bu+vwNq6sgcO/EdsyM8VxyGFq0jRJg02ZecsMKWy7ZdyvW9gyMzdlbsq0acNJIcwcM7NlWTzfH3Jsy5IhjjnnfZ59NrozI12ljqwz99xzRnbxzLqH0+PklkW3sDB7oc/4oQmH8vKclzHp2tBouqYEXjkcLI1aDJhjYe5yCD2wvUof//s28nZsrX987LU3MXLmnAN6zv3hdrl484YrsJQ2FE6Yevb5TDnj3LY/Sd5aePs4aFx4JDgGrloIEV2XPqe6PJS+vwXb9raV6teEGgg5LAHzYYloQ7s3PXfJx9vZuLjhS7jqXIDdsqH+cdrYQzjj7ge6Y2rdwlVmo/SjrThzLH7HTMOjiDwz/eBOud0fqgp7Fnn3iW7/iRbTc+NGwmFXweizwdCBrT8qc+HNI6G6yc2EM9+GUWeQWZXJb1m/8Vvmb2wo2RD4OZpONSiOI1KP4Mj+RzIhfkLLvUZ7uG92fcO9yxu2KQyJHMJXJ3/VwhUtUz0eNi/5nSUfvkNtlX96qM5oZMoZ5zLhhFPQ6nrfv6OP/szi7vkN2UyhJh1/3DUHs7H5nwFHTi57Tz0Vj6XhM8U4fDgDPv0ExWDw/jsp3dWwfzRjGVgatkI4PCb+sFzARutxgP+NjzTjX8yIfJfQAYO96bpp0yB5QpdVoQ4o6w9471Tf382KBs5+z7snXIheSgLQHsrpcfL59s95ef3LzRaAOHnQydww/oY+XezBo3q4Z9k9fL/Ht5rtqOhRvHnMm5j1+5Ees3cpvHeybwrLgJlw4Xxv4+x2Wv7Zh/zx5cf1j0dMn81x19/S7ufbX1uXLuTHFxvav+gMRq586e22NxqvLoDXZ/t+sdTovb3EUruuoJLqUSn7ZBu1TSoQ6hPMeBxu3GX+jcDraRWCR8dgnpqEMbV7VtRqKu18cO9KXE7vz5fHVYij2rdH22XPvU5kQudWMu0JajeVUPbFDtSmBT00CuHHpREyLfmgy+LoMGV769Jz3wdbC8WBTBHediiHXgGR/Q/sNW2V3pXPoi2+40c9AIff6Hd6QU0Bv2f9zm9Zv7GqcFXA1mNNhRvDmd1vNkemHsnkpMm9brvJjb/fyO/ZDT04rx5zNdePv75dz1WcuZcFb71C3vYtAY8POWwqsy66grCYuHY9f3fzeFSOfGYxe4ob2sZcPXMgdx03vNlrVLebzIsvpnZVQ+9lxWhkwJdfYBw8uJmLVG86e8ZSMv7ey+LNY7C4/AtCBWkqmBH2BoOMK/yTB3QmSDm0LiA9HJIngr4NN707Qv4GmHciNP0OeOorMO68rpmDEJ1EAtAertJeyavrX+WTbZ/gUl1+x4N0QVw26jIuHnkxQbrOLUbR1VRV5eE/H+aT7Z/4jA8KH8S8Y+cRYYrY/ydd+AgsbtKW5Ih7vUV22iln6yY+/U9D7zxzZBRXv/Jul3zBVlWV9++4geLMhtXysUefwJGXX9O2J3DWwrwTIHe17/gpL8P48ztwpi1TVZWK+buo+avAZ1yfYCb2qtEoJh22HeVYludi31nR4nPp+3nTc4NHd3167oqvdrH214aqyE7Lx7idDXtDJ550OjMvuKxL59SVVJeHih/2ULPSv3m7NqIu5babbhD0OY4a2PCZt6do8dbmz1M0kH6cd1V0wMz9T891OeDDM2HvYt/xQ6+E459o9fnKbeUsyl7EgqwFrMxbidPj31uxKZ9eoynT9+9GYzeoddUy45MZ2NwNN8k+PfFTRkSP2K/nsVutrPjsA9b+8r3Pto59IhISOeLSuQwYN+GA59ydft9WyGXzGr7r6TQKS++YTWJ4899hSl5/g+Knn/YZi7/3XqIuaPn3lLXKwdLPdrBrVeDU3OFBC5ga+i4mjX+mRkBao3fPZdo0b7p7yqGdE5CW7PJWo7c2aQlz7KMwuY2/34XowSQA7SX2Vu7lqVVPsThnccDjCeYEbjrkJo4bcFyfWVl4fs3zvLHxDZ+x5JBk3jvuPeKC23nn1+OG907xpujso2i8VXH7T23XU7pdTl687Bxcdnv92CVPvUx0SuenrmZuWMcX/21UnVZRuPzZ14lIaEMTblWFr66CjZ/5jk+5Ho75b8dOtMVpqN59gkt895Dpok3Ezh3rl1rrLLJiWZmHdXURqsO/aNc+mhA95kkJhExORBvWNaspNouT9+9dgaNu5c9t34zT+kv9cVNIKFe9Mg+9oXet7rSFq6SW0o+3+RaOqmMaEU3UmUPQBPe+VMEeT1W9n2d/vgbbf/TN8GgqdjhMuhLGngOGNgR1qgrz58IG35uADD0B/vH+fmeOWBwWluYuZUHmApbmLm1br1GNgSlJU5iTOofZ/Wa378ZjJ/s963duXNiwEpxgTuDXM35t8+9iVVXZtnwxi99/i5oK/+0HOr2BSaedxaEnnbF/+/p7qPPe+IMVuxvaq5wyLonnzhnf7Pm1mzeTcc654Gy4eWGePp1+r7/W7N+xqqpsW1nA8i92Ym/abxgIiw1i1nnp9Iur8K2y2zTFvDVaY90K6TTvCmnKoQdemboi25txUJXjOz7rbph1R+BrhOhlJADtZVbkruCJVU/4tSHZZ0zsGG4/9HbGxo7t4pl1rHc2vcPTq33vdsYGxfLuce/SL/QAqz1W5cOrh/v2FwtL9vYHDW5fv7avHrmPvesaVhFnX3IVhxzXvmbY++PLh/+PjPVr6h8POWwqJ998d9suXvYMLPiP79jgI+G8zw4oJXl/VS3MouoX33642nADsXPHoots/s6yx+aiZnUhNSvzcZW08EVWoxA0OsZbPTc1tNNv0Pz1/V7+/t67Iq2qTuyVb4DasDLS1XuEu4J1QzHlX+5EtTe5IaBVCD9uACGHJ/WZG2M9WkWWNz13zXvePsjNMYXD+Au96blRLRR9+f0hWPKE71jyRLj4uwPeX2pz2ViZt5IFWQtYlL2IKkcL1X7raBUtE+MnMqf/HI7od0SP2X5y77J7+Wb3N/WPzxt2HncddlcLVzQozcnit7deIXvLxoDHBx5yKEdcejXhcQkdMtfutjmvkhOeX+Yz9t310xidEnjLiKe2lr1nnIljz576MW1EBAO+/QZ9XOAb0ZXFVhZ9uJ2cbf7/BhSNwrgj+3HoiQPQG5r8nlNVKN/rG5BWta24VsPkDN4gtP/h3qC036T9C0gtRfDOcf49gSdf570xLJ+joo+QALQXcnlcfLXzK15c+yLl9sBfMo4fcDw3TbiJBHPv+6X1xY4vuH/l/T5j4cZw5h0zj8GRzez12F87/+dNK2ss/Vg495N2fcCv+n4+i99/q/7xwAmTOO32A2/z0pLizL28d/s/fcbOffBJktKHtX7xth/hk/PwKWYSkw5XLPB+Oe0ilpV5VHyz22dMY9YTe/UY9HFt+4KrelTsO8uxrMhrtXiRPjmEkClJBI+NRemkvm6OWhfv37sSW433br3Tuhi3veHmRMLgdM7/79PNXd6rqM66lNs/AqTcRpmIPncYhn49q2XOQcFhhU1feFdFCze1cKIC6cfApKu81TQbf/atngffNdnfGTnA+xlh7tgq3+3uNRo7pr69S3f1GnV5XMz+bDYV9or6sTePfpPDEluueO2w1bLyi49Z8+M3eNz+mRxhsfEccelVDJrQtypn3/zpOr5a2xDUHTYgik+vntLs+QUPPkT5h7576ZNfeJ6wo47yO9fj9rD+txz++m5P/V78xmJTQ5l9wTBiU9v4maSqUJ7RJCDNafUyH1qD96ZNWl1AmjKp+Zs3tRXePZ+FTW5GjL8ATn5Rgk/Rp0gA2otVOap4ff3rfLjtQ1we/xQTk9bEJaMu4dKRlxKs78BqiJ3o570/c/uS21EbBUbBumDeOuYtRsV0cKPlX/8NK573HTvmYZhyXeDzW9A0GDQEBXHtmx93ajPwn19+hs2Lf6t/nDR0BOc+8HgLV9Qp3AxvHQ2ORqmSpgi48neIHtTxE21Gzdoiyj/1bS2hGLXEXjUGQ3L72r44S2qpWZlHzapC/9W4RjRmHeZJiZgnJ6IL7/h02LW/ZrHiK+8dbI+7AkfV2z7Hz3/4GRIGDenw1+1KzpJayj7cijO/xu9Y0KhoIs9IRxPUe6ua9gmqCpkr4K/XYOv3EKDPdL2YdG8gOvYcb+XNj/7he35wNFz+v07/jPCoHjYUb+C3rN9YkLmAHEvbvvCnR6bXt3cZEjGky1bc/y74m8t+adjXHWYIY9E/FjXbGkxVVXb+uZyF773pU7l8H61Ox6Enn8GkU89Cb+yiYjddpKDSxrTHfsflafj9/sZFEzlqROCVbMuSJWRfdbXPWPiZZ5D00EN+5xZnVbPwg20UZ1X7HdPpNUw6aSBj56Sg0R7AjUdVhYpM34C0Mnv/nkOjh5SJviukBrN3T/f7p0G2b6s5RpwCZ77TpVlJQnQFCUD7gKyqLJ5a9ZRPBb7G4oLiuHHCjZw48MQe3XNtSc4Sbvz9Rp9iSwaNgVePepVDEw7t+Bd0O72pLjl/N4xp9HD5L97S6/tB9Xh4de5FWCsr6sfOeeAJkoc2X9XvQFSXlfDm9VfgcTf8XZ186z0MObT5O8mAtx3NG7O9qXr7KFpvT9SBszplroHUbi6l9MMt0OgmtaLXEHP5KIxpB74C67G7sK4pwrIiD1dxS+m5EDSyLj03LazDvrS6HG7e//dKrJXexuiO6q/wuDLqj4+afRTHzPWvHtpbWNcVUf7VLv89uFqFiBMHYp6cKCm3PU1lDqx627uy2Xj7QVPGMPC4wGltGNOZ4OLvoV8nfA63QFVVdpTvYEHWAhZkLmh260lTqaGpzOk/hzmpnd9r9LG/HuODrR/UPz5p4Ek8PP3hgOeW5eXy+zuvkrlhbcDjaWMP4YhLryYyMblT5trdHv95Gy8vash4GRBj5rebZ6IJ0G/TVVbGnlNOwV3cEKTrU1MZOP8rNOaG/ctOh5u/v9/LugXZqB7/76wpwyKZdf5QwmM76SZ8edOANKv1axrT6CH5EO/3kbw1vscGzYFzP+7eNjBCdBIJQPuQv/L/4vG/H2d7eeCG5SOjR3LHpDsYH9f8Zv/usqpgFXMXzMXubijko1N0PDv7WWb2m9l5L1yeCa9N921nENEf5i7d71TUH55/gm3LG4pETT3rfKacuR+9OPfDko/m8fc3X9Q/jkxM4pKnX0HT0l1SlwPePxUyl/uOH/+ktzBJF7HtKqfknc3gbvT5olWIuWgEpqHt24PbHFVVse+qwLI8D9v2shbbJ+oTzd7queNiUfQHfrd50+IcFn+8AwC3YzfOmoY9Yjq9gatffQ9TSPtWeruL6nRT8d0ev2rFANpoE9HnDW/36rXoIk4bbPrSuyqav74NFyjegkM9oOdgRmWGt9do1m9sLAm8Z7Kpzuw1qqoqx311HLmWhpTSZ2Y9w5H9j/Q5z2m38ef8z1n13Ze4Xf7ZSiHRMcy++EqGTJraZ2/cWB0upjzyO5W1DYWEHjx1FBdO9m8RpKoqOf/8J5YFDRk+aDT0//ADgsc3fH/J2VbGwg+3UxXgJqMxWMfhZw5h2JSErv07Lc/0/o7dF5BWZLZ+TSD9JntvDLelWJgQvZAEoH2M2+Pm611f8/za5ymzlQU855i0Y7hpwk0kh/SMu6ybSzdz+S+XU+NsSOVTUHh0+qMcP/D4zp/Alm/hswt9x0ae5k172Y9fXBsX/sqvrzak9CYPG8k59z/WUbOs56i18vq1l2K3Nvx9HXnFtYw9qoW/K1WF727wFidpbOLlcGLX7Ue0Z1VR8uZGVEfjpU+IOncYwWNiO/W1XaW1WFbmU7OqwL8/ZSOaYB3mQxMwT0lEF9H+FDi3y8OH9/1BdakNVfVgr3oLPA3pYbMuuoIJJ5za7ufvas4iK2UfbcVZYPU7FjQmhsjTh6AxScptr6GqkP0X/PkqbP3Wu+oZyHGPw2FXBz7WjQpqCuqD0dWFq9vUazTCGMGsfrM6rNfo9rLtnPldQy0Bo9bIkn8s8dnysmvVnyyc9xpVxf5tQDRaLRNOOJXJZ5yDwdS32qg19d7KDP7vm831jyOC9ay48wiCDf6fGRVffEH+vf/2GYu59lpib/Buc7HVOFnx5S62rvDfew4weGIc089OJzisB1QMrsiCjLqANHOZd09paxJGezMOgiI6e3ZCdBsJQPsoi8PCmxvf5L0t7wXsu2bQGLho5EVcMfqKbu2xtqdiD5f8fIlfMaV/T/43Zw89u+sm8sOt8LdvyxdOfAYmtr1nY1VJEW9c13C+Rqvlurc/6fAvFqt/+IZF7zXMNSg0jCtfervl/UJ/vAo/NynfnjYdLpwP2q5pjeEsqKHotQ2otb5fdCPPGIL50K4rluWxu7GurUvPLfIPpuop3vYhIVOTMA4Mb9dd9G0r8/ntXW+PRlftn7hsDavPkYlJXPr0qyianpsWv0/N2iIq5u/0vXEAoFOIOHEQ5sO6eJVBdKyqPFj1Dqx+B2oaFQDq4pZM7VVmK2Nx9uL97jU6I2UGc/rPYXpy+3qNvrLuFV5e/3L941kps3hhzgsAVBQWsHDea+xZ83fAa/uNHMOcy64hOuUAq7r3Am6PypynFpFR2vB5e93sQdx2jH/BPEdmJntOOx3V2nCuacwY0j78AHQ6dq8pZsmnO6itcvhdGxJpZMa5QxkwpmOLZHWoiuy6FdKl3sC0fK/v8ejBcOnPENK5N2SF6G4SgPZxOdU5PLP6GX7N/DXg8WhTNDcccgOnDDoFbRdvcs+15HLRTxdRZPW9M/yvQ/7F5aMv79K54LTBW0dCQaO0Lp3JW5gnfmSbn+btf11FeX5DH7HT7/wPA8YH/PfVLm6Xi7duvJLqkoYviVPOPJepZ7XQjHvXb96Kv41XCCLT4MqF7W47s79cJbUUvbYeT7XvF8PwEwYSOr17VuJVVcW+u9JbPXdraYvpubr4YG967vg4NE1L97fA41H55IE/KS+wonpqvC1ZGm18PfOeh+g/Zlz730Qn8zjcVHy7G+uqQr9jupggos4bhiFJUm77DJcdNn8NeWu9++BHn9nrKm+2t9fo1KSpzOk/h1kps9rca/Ss785iW9m2+scPTH2Ak/qfwN/ffslfX3+Oy+kfJJkjo5h54eUMmzrjoLlp8+vmAq56v6ESuF6rsOyOI4gP871pqrpcZJx/Prb1G+rHlKAgBs7/Ckd4Aos/3kHGBv/CTSgwemYKk08ZiKG3FT6rzPEGormrwBjqvenTRb+XhehOEoAeJFYXruaxvx5ja9nWgMeHRQ3j9kNv75xiPwEUW4u5+OeLya72rSB32ajLuGnCTV0yBz8lu+C1GdAoFZiYdLhqUZv3YSx482XW/+/H+scTTjiVWRdd0WFT3Lp8MT8+39CXT6c3cOXL7xAc1sx+1ZKd8MYcsDfa42oI9bZSiGtDu5YO4Kq0U/zKetwVdp/x0DmphB/lv/+nO7jKbFj+yKfm7wK/FdrGFJMO86HxhExJQhfVtvTcXauL+OUNbysMh+UHPM6GPdqDD53CKbfec2CT7yTOwhpKP9qGqzBAyu3YWCJPH4zG2Mu+7ImDSrt7jSZM5MjUIzki9QjiggP3msypzuHkT4/FqQMUBY2i4f2hz/L3hx9RUeifGqpoNBxy3ElMOfN8jMG9oyp9Rzn71ZX8ldGwJeiMQ1J46mz/XuXFL75EyYsv+ozF338/ufFTWfn1bpwBtk5EJgQz+8LhJA7quvZhQogDJwHoQcSjevhu93c8t+a5ZvuszUmdwy0TbqFfWOelBVXaK7nk50v8KhqelX4W/5787+69K7z+U5h/le/YuPPh1JcDn9/Ezj9X8O3TDRUQY1PTuOiJF1u4ou1UVeWDu/5F0d6GKoJjjzqOI69opm1MbTm8eWSThtYKnPcZpB/dIXNqjdvioPi1DX6VaEOmJhF+0sAetwLgcbipXVeMZUVuwL2O9RQwDYvypucOjmjxfagelc8e+ZuSbAseVy6O6k8bnkbRcOVLbxMa3bNSxmpWFVLxzS7Upr30dBoiTh6I+VBJuRW9i9PjZFXBqvp9oyW1AVbSAtjXa/TI1CPrfy/a9+5l07WXEry3kAozbEvWURmZgtsWODsiedgI5lx2DbH9B3TY++kt1mdXcMpLvoXvfrxhOiOSwnzGatetI+P8C6BRT1R19ilsHXgWBbsraUqjVZhwXBoTjumPtpN6OgshOo8EoAchq9PKW5ve4t3N7/pUnd1Hr9FzwfALuHLMlYQaOraJvNVp5cpfr2RDyQaf8eMGHMcj0x7p8jTggL6+DtZ94Dt22mve/nitqLVU8/IV53kLfNSZ+9r7mCMiD3haWZs28PmDdzcMKAqXPv0qUUkBUljdLvjoLNjdpDXPUQ/C4Tcc8FzawmNzUfzGRpy5Fp/x4EPiiDwzHSVA6f2eQlVVHHu96bm1m1tJz40LqkvPjUdjDPzzm7mplO9fXO993ur3Ud0NX34nn3EOh599QUe/hXbxONxUfL0L6xr/gim62CCizhuOIVGqMorebV+v0QWZC1iQtcCnim1L0iPTOdU9homP/wTllXgU2Bsbwa64SNwB+kuaDEamHnsKY886B42hBxTE6QY3fLyWb9c3bEs5fHA0H14x2eccT00Ne047HWeWt4WJR9GSNexUMpLm4HH7f/gmDAxj9gXDiUqSzyIheisJQA9i+ZZ8nlnzDD/t/Sng8ShTFNeNu44zhpzRIYGh3W3nut+u489830bLM1Jm8OzsZ5tt3N3lHDXw+mwoadTORm+GqxdDzJBWL//grpso3LOz/vHxN9zG8MMPvJXMV4/+h71rG/59DD50Mqfcem/gk3+6E/58xXds7HneldwuWLnyONyUvL0JR4ZvyptpZDTR5w1H0fbc4LMpV4WNmj/yqfmrAI+1pfRcLeYJdem5Mb6Fp1RVZf6Ta8jfXYnLvh6XtaG9gDkikitfehutrnt//p0FNZR+tBVXkf+eueDxcUScOrjZAFuI3kpVVbaXb+e3rN9a7TU6PEvljs/dBDugJCSIzckx1JgCBJaqSv/SKtLzy9B7PChGI6YRIwgaMxrTmDEEjR2LPjm5T2YReDwqZVYHBZU2ssqs/PPjtbgb9ed859JDmT3UN605/9//puJzb1uxyrABbBt6HjXmJL/n1hu1TDltEKNmJPfoG5hCiNZJACpYV7SOx/9+vNm+akMih3D7obczOXFywONt4fK4uHnRzSzMXugzPjF+Iq8c+QomXfvbXXSKws3wxhHgsjWMxY/27p3UtzzXpR/N469GPTpHzT6KY+beeEDTKcnO5N1bfVNtz7n/cZKHjfA/efU8+K7J66VMgku+75KG1qrLQ+n7W7Bt961sbBwSQczFI1F0vTNdSnW6sa4vxrIiD2deTfMnKmBKjyTk8GRvem7dF6XcHeV8/fRaVNWBveJ1oKFAyYn/uoOhU6Z38jsITFVVrKsKqfh2t1/KraLXEHHyIIInxvfJL8tCNNVcr9EJOz3cNN+Dzg3bE6PZGxcR8PqIGhsjc4sJr/UvQNSYNiqKoNGjMY0ZTdCYsQSNGY02vGfvY3S4PBRW2SioslFQaaOwykZ+pfdxYaX3z0XVNpwBVi0BBseF8Ou/ZqBpFDxWL1hAzvX/xKU1smfAyeQkzwDF/3dE2uhoZpw7lNA27r0XQvRsEoAKwJuS9OPeH3lm9TN+VWn3mZUyi1sm3kJaeNp+P/e9y+7luz3f+YyPjB7Jm0e/SYihh1bRXPUOfP8v37FDr4ATnmrxssyN6/jioYaVydDoWK586e0D+gL/y6vPsWnh/+ofJw4ZyrkPPun/nBnL4b2TfXv6haXAVQshJHAxjY6kelTKPtlGbZNKhYbUUGKuGL1fFWR7KlVVcWRWedNzN5U0LmrrRxcTRMiURIInxKMx6fj2ubVkby3Haf0Nt319/Xn9Rozm7Pse6YLZ+/LY3VTM34l1nf+ecF1cENHnD0cfL2lu4uC0r9dowRefcMxHu3DodKztH0+F2T8IMmi0jKx1k7B9D0o7vzsZ+vfHNHZMfUBqHDasS1J3VVWl2u6ioNIbWO4LMPcFlvsel9a0HFS35pHTR3PupNT6x86iIvaefAqFmmS2p5+D3eRf/TUoVM/0f6QzeEKc3AQTog9pKQCV8oYHEY2i4cSBJ3JEvyN4d/O7vLP5Hb/y9YtyFrEsdxnnDj+Xq8dcTbix9bu1qqry6F+P+gWfg8IH8cqRr/Tc4BNgwiWwdzFsnt8w9vebMGAGjDil2cuSh45ApzfUl+CvLi2moiCPyMT2tRuxlJexdWmTleOTTvf/ZVyeAZ9d6Bt86oPh3I+6JvhUVSq+3uUXfOoTzMRcMrJPBJ8AiqJgTAvHmBaOu9KO5c98av4swFPj33vQVVJLxXd7qPw1E/OEeCbNTCF7azla41ifADR7y0ZKc7KITkn1e47O4sivoezDrbhKAqTcTogn4pRBfea/mRDtkWBO4Li/XBR+uIvCsGA29IvDqfP9N6GiMnjGDI656BqCQsNwWyzYNm2mdsMGajesx7Z+A67iwEX/mnJkZuLIzKTqW+/vS0WvxzhiOEGjxxA0dgxBo0ej799/vwIxt0el1GJvWKmsW7UsbBJoWh3+FWY70qBYM6eNb/gdqKoqGfc8yPrE0yiKD9yqbNjURA4/YzAmcw/ZniOE6BKyAnoQK6gp4Pk1z/sFjvtEGCO4dty1nJV+FjpN8/cqXlj7Aq9veN1nLDkkmXePfZd4c3yHzrlT2Cq9rVnKMxrGjOEwd4m3l2YzPn/oXrI2rqt/POfyaxl39PHtmsKyT97jz/mf1T8Oj0/gsmdfQ9N4X669Gt46Goq2+F589nstBssdRVVVKn/KwLIkx2dcF20idu5YtKF9uwCH6vRg3VCXntuk6FJTVSYdm0tsZJd/gupqKH4y7pgTmXPZ3M6eKqqqUvNXARXf7QaX72e8otcQcepgzBN6wb9NITqRqqoUP/88xa++yrbEaDJiI/zOUUKDmDb3KiZNPKrF53IWFFC7YQO2DRuoXb+B2s2bUa0tVNlugTY83LuPdPRotCNHUdk/nUKNqSEdtlFqbGGVjaJqu88ezK4QatKREGYiIdxEQpiJQXEhnHFICrGh3i0gqqqy+pn5rN6sw6X3vwkdFmNi1gXD6DdM+mEK0VdJCq5o0cbijTz+9+OsK14X8Pig8EHceuitTEue5nds3qZ5PLXaN101NiiWd497l36hndfmpcPlrvEGd55GK1zJE+Gyn0Eb+M7sX998wdKP5tU/HjJpKiffcnfAc1visNXyxrWXYqtpCGqOuGwu4485seEkjxs+OR92NCkmNfsemHn7fr9me1QtzKbqlwyfMW24gdi5Y9FFHjx7dlRVxZFV7U3P3VgCLXzxs7js7Kxcxt7qDThVB4agIK5+9T0MpqBmrzlQHpuL8vm7qF0fIOU2Ppjo84ZJyq046KluNwUPPUTel1+wtn88lcH+n2EDDzmUY6+9iaDQsADP0Prz23ft9q6QbthI7YYN2HfuBE8L+fwtyA+OZltUKjsi+rEtKpXd4ck4m/nddCAUBWJDjPWBZUK4ifgw758Tw03E142bW+gPXFlcy+9vriUv0+Z3TNHAuCNTOfTEAegl+0KIPk0CUNEqVVX5JeMXnln9DHk1eQHPmZY8jdsm3sbAiIEAfLHjC+5feb/POeHGcN455h2GRLZeSbbHWfky/HKX79jUG+DoBwOeXrhnFx/c9a/6x0azmWvf/Mh31bIN1vz0LQvnNawgm0JCueqld9CbGn0hWvAfWPaM74UjT4Mz3+mSireWlXlUfLPbZ0xj1hF79Vj0cQdXw/XG3FWOuvTcfDwW//TcfZweBxmWTeysWsNhF5/D2KOO65T5OHItlH20FVep/xe/4InxRJwsKbdCqA4HeXfeyY5lS9iQGotL6/tvQqPVMv3ci5lw4mnt2pPocnsoqrb7FO4prLJRUlKBZud2wjN2kJC3hyFlmcTVVrTrPbgUDXvCk9gemVr/v9yQGNQAxX32Meo09QFlYl0gGd8ksIwNNaIP0G6mLTxuD+t/y+Gv7/bgatpfGIhOMDLnsjHEpnZs6zchRM8kAahoM5vLxvtb3ueNjW/47Q8F0Cpazh56NumR6Tyw8gHURs0Tg3XBvHn0m4yOHd2VU+44qgofn+u/ynj+FzDEP/3K43HzypUXYLNUN5z636dJGJze5pf0uN28deNVVBUX1o/59Yzc8Bl8daXvhYlj4dKfwdD5wV/N2iLKP93uM6YYtcReNQZDcg/e39uFVJeH2o0lWFbk4ciubvHcMrWAwRfNJmh4dIe1GVBVlZo/86n4fo9/yq1BQ+RpQwge3/l7hIXo6TxWK5n/vIHVe7eRGSDlNiw2jhNuuJ2k9GEBr6+xu3wCy317LhsX9imx2FtKjPARaatiaHlW3f+ySS/Pxuzyv4HUFrWGIAoSB1I9IB1n+giMo0cTk5roXckMMxERrO+0Ij/FWdUs/GAbxVn+n38at4OxIzxMvuFYNO0MboUQvY8EoGK/FVuLeWHtC3y962ufILM5Bo2BV458hUmJk7pgdp3IWgavToOqRk3Lg6Nh7jII8+9Z9t3Tj7Djz+X1j6edezGHnXpWm19u+8qlfP/sY/WPtXo9V774NuaISO9Azip453hw2xsuComHKxdCePsKHu2P2i2llH6wxacKrKLXEHPZKIwDenY7ge7iyPam51o3FEMzrQoAtFEmQiYnYp4Yjya4/al0HpuL8i93etOBm9AnmIk6fxj62IN3lVqIfdwVFWy9+mpWWkupCpByO2jiZI695l+YQkKosDr4eVMBqzPLfQr5VNua7xPcERTVQ7/qItLLsxlWF5gOqMpHq7YvdVeflOTdTzrGW+TINGIEmqCO2QJgq3FSmFFF1qZSNi7ORQ0QdUeWb2NCQi7pzz4kFW6FOMhIACrabUvpFh7/+3FWF65u9hytouXZ2c8yq9+srptYZ8pcCfNOALVRxcD+0+Dib6FJeu36//3Egjdfqn+cOmosZ/37v216GVVV+eiemynYvbN+bPScYzj6qn96H1TmwhuzwdKwOorWCJf+CCmBKwp2JNuuCkrmbfJdUdMqxFw0AtNQKRzRGne1g7LFOVQuycHUwkqnotcQPD6OkKlJ6BP2b2+mI6ea0o+24S7zXzExH5ZAxIkDUfSSciuEs7CIP66+nDU6V8CU2xnnX8aIo07g923FfL0ul0Xbi5rtddlRgg1an0I+8Y32Xe77/5gQI4rdhm3rVmrXb8C20VvkyJmb2/oLBKLVYkxP9wakY0YTNGYMhoEDUbQtf064nR6Kc6op3FtFUUYVhXurqCz2z5LaR+esYcjur0hR9zLom6/RRkS0b75CiF5LAlBxQFRV5bes33hy1ZPkWnx/6SkoPDL9EU4YeEI3za6TLHkCfn/Id2zmnTDbd49oeUEeb994Vf1jrV7PdW9/gt5gbPUlcrZs4tP77/QZu+TpV4hO7gcOK7xzHOSv873otNdh7D/26620hz2ripI3N6I6Gi99QtS5wwgeE9vpr9+XLPtkB0VL1jHQ4CbGlNLiucaB4YRMTcI0PBpF23zQqqoqNSvzqfhhj98qq2LQEnnGYILHSsqtEADW3bv56ebryTD5B1mhUTH0/8e1LCg28vOmAqrtHbPCGW02+O2vbBxYJoSbCDXq2r0q6CotrWsDs8Fb5GjjRjxVVe16Lo3ZjGnUKILGjME0ZjSm0WOwKqEU1gWahXsrKcmx4GljQB5XtIr0nV9gcFaT+s7bmKdMade8hBC9m/QBFQdEURSO7H8kM1Jm8MHWD3h9w+vUOGvQKTruOuyuvhd8Aky7GTKWwZ5FDWOLH4O0w709QutExCcSFhtHVXERAG6nk7xtW+k/ZlyrL/H391/5PB44YZI3+FRV+OZa/+Bz2k1dEnw6C2ooeWezb/AJRJ4+RILPdjjk+DTeW5FHRuGbROiMDAmbQKp5ONoArY3seyqx76lEG2HEPDkR86EJaJv0x/PUuij/Yge1m0v9rtcnmok6fzj6mM6rsitEb1KwYhnfPfFfqgIEn57k4bwbMZPcn9vWwxNAr1WIC20IIvftr2z8OC7MiFHXuZkHuuhoQmfPJnT2bABUjwdHZmZDG5iNG7Ft2wbO5ouj7WNzKBTttFBVmEfVnwaqQm249PtfKdtoK2fozk+IKd0EQNQll0jwKYQISFZAxX6rtFeyvng9A8IG0C+sF7Va2V/VhfDq4VDT6MtJSIJ3P2hIQyD2y6vPs2nhr/WPDz3lTGacd0mLT12am828m6/xGfvHfY+SMmIULH4cFjZJ400/Ds75CDSdW8DBVVpL0avr8VT7fmkJP2EAodNbXr0Tzfvjm938Of8rXLWLATBqghgeP5Xh8VPxVDqav1CnIXhcLCFTkzAkheDIrqb042ZSbicnEnHCQBS9FPkQAmD9B++y6JtPcTX93FRhWdQU1oaPbbGK+IAYMyePTWJ0cnh9gBkVbEDTQcXDOpvHbse+dSu1dW1gajdswJaTjyUkhcqwNKpC06gKS8MWFNOu51cUiEoOITZOh+arN4jJXomurl6BMT2dtM8/Q2NsPRtICNE3yQqo6FDhxnBmpMxo/cTeLjQeTn8D3j8N9hVishTA13PhvM/rg8H+o8f6BKBZG9e1+tSrf/ja53HCoCEkDx8JW77xDz7jRsAZb3R68OmutFP85ka/4DP0iH4SfB6g8UelsmHhGKprlwFu7J5a1uX/Rtr5U0k0DcOyPA9HRoD0OZcH66pCrKsK0fcLxZln8U+5NWqJPENWp4XYx+mw879HHmDrlvX+n5tuDZ8nn0JBUELAa2NCjJw0NpFTxyUzJiW8VxfOUfQGauOHUDg4niLdJAqjqijNqW5vK1KMtjLCqzIIq84grCqDMHcJIdVDcP9VhT1jR6PX1ZP0xBMSfAohmiUBqBAtGTQbpt8MS59qGNu1AFY8D9P+BXgLDzVWuHc3tdVVzTYvr6koZ8uS333GJp50OkrBRpg/1/fkoCg492Mwdm7fNHeNk+K3NuIut/uMh0xNIuyo/p362gcDY7CeQ44ZyrKPhuF2bK4fX/PzD5z17wcIHh2LI8/irZ67rhhc/t8QnQHau+iTQ4g+bxi6aEm5FQKgLC+Hr++/m/KKMr9jbqeJtwadg13r++/FbNByzKgETh2XzNRB0eh6aauQmkp7fYGgwgxvsSCHzd36hQFoXbXeILM6s/7/jQ7/m2TWABltsbfcjGlo29uRCSEOPhKACtGaWXdDxnLI/qNh7PcHof9U6DeJ4PAIYvsPoDhzr/eYqpK9eQPpk6cFfLp1v3yPu9G+nLDYeIaMGAxvHQlOa8OJGh384wOITOuEN9XAY3NR8vYmXEW+FQ2DD4kj/MSBvXoFoCcZMzuFNT9NoLqwIQDN2rSWisICIuITMCSFEHVmOuHHDaDm7wJq/sjHXWFv9vlCpiYRfvwAFF3v/LIsREdyuT188+V3ZHz1FjRpWaLxeKhyx/PO4NPrV0R1GoVZQ2M5ZVwyRw6PJ8jQu6pFO+1uirOq64LNSgozqrCUNf950RKNRiE6JYT4tDDiB4QRmxxEUEU2to0V2DZkUbvBgqO0bQWOgqdMJuqii9o1DyHEwUMCUCFao9XBmW95+4PWlnvHPC744jKYuxSCIkkdPa4hAAUyN64LGIA6bTbW/fqjz9iEY09A8/lFUJXje/IJT3mLHnUi1emm5N3NOHMtPuOmEdFEnpGO0kv2OvUGBpOOw06Zwm9v/YLq3tdaR2XV999x5OVX1p+nNesJm+VNe7ZtLcWyIg/7nsr644pJS9SZ6QSNat++LSH6ClVVWZtdwTd/76Xo108ZXLHZ75xgu4MdhpHMTz8SgEPTIjllXDInjE4k0mzo6im3i8ejUp5f461KW7fCWZZXE7DvZluExZjqgs1w4tLCiO0Xgq5pAJ4aQfCY0XD++QC4Kyup3bSpocjRhg24y3xXmbURESQ98ghKJ28XEUL0fhKACtEW4Slw6ivw8TkNY5XZ8M318I8P6D96HKu/n19/KGvj+oBPs2nxAmyWhlRKkzmEUbW/Qs5fviceNhcmXNKR78CP6vJQ+sFWHHt972wbB0cQfd6wFtuAiPYZOSOJP+ZPxFL8Q/3YpkX/Y9aFF6Mz+H4ZVrQKQaNiCBoVg7OgBuv6YvComCcnoos0dfXUhegxdhdb+GZtLt+sz6MqP5fjin5lsNM/5TahwsKCmFnkTpzNbeOSOXlsEv2igrthxvvHUm6nMKOyPp22KLMap719qbTGYB3xaWHEDQjzBp1pYQSF7n/grQ0PJ+Twwwk53HtTVFVVnLl52Dasp3bjJlBVIs8/D31C4L21QgjRmASgjViWLkV1uzEfdhiaINlTJZoYehxMvhb+eLlhbNv38NcbpIy9CI1Wh8ft7SFXUZhPZVEh4XHx9ad6PG6/4kNjR8Rh2Pyu7+sMnA1HNylE1MFUj0rZZ9uxbS/3GTekhhJ94YguTetU3W5QVRRd3/840um1TDn9WP73+gJQvelyboeVtb/+zqEnHtvsdfoEM+EJ+98WQYjm2K1ONFoNOoOmV6TZF1XZ+HZ9Ht+sy2NjrjcjYFj1do4rXYJe9e3dqfF4SM8vJ//U67jtvJMZnhjaY9+jw+aiKLPaZ+9mTQup9y3R6BRiUkKJbxRshscFdcp7VxQFQ0oyhpRkwo4/vsOfXwjRt/X9b3z7oeTFl6hdvx7FYCB44kTMM6YTMmMGhgEDeuwvL9HFjvwPZK7w7dH56z3oUw8jaegwcrZsqh/O2rSe0UccXf94199/UFlYUP9Yq9UwrvxjaNzmMXownPWON+23k6iqSsXXu6jdUOIzrk8IJuaSkWiMXbcXqnbdOnJvvwNnVhaR559P/D139/n0rZEz+7P8s3FYy/+sH1v17bctBqBCHCinw03u9nKyNpWSuaWMqmLvnm+NTsEUrMcUoscYrMNk1mM06zEF6+rG9HVj3mMms/c8vVHb6b8Xq21Oft5UwDfr8lixu4R9Gac6j5OZpUsZYdnud43Z5mBcUTWjXniRkIkTOnV++8vj9lCaV+MTbJbl19QXWd9f4XFBjYLNcGJSQtBKGyYhRC8gAWgdV3k5tRs3AqA6HNSsWEHNihUUPfoY+uRkbzA6fQbmwyahMctKxEFLZ/QGiK/OAEddKq3bAZ9fSv/hN/oEoJkb19UHoKqqsurbr3yeanh4MSH6Rj0gjeFw7icQFNlp01dVlcqfMqj5q8BnXBdtIuby0WiC9c1c2fGsa9aSfcUVeKzewkvlH36Ixmwm7uabumwO3UGr1XDYaSez8O2GANRamcWOPzeSftjobpyZ6EtUVaWi0ErW5jIyN5eSt6MCd4Dqyh6XirXKgbWqhX60AWi0ijdQNesxmXV1gWqjANbcENA2DmBbC1wdLg+Lthfxzbo8FmwtxN5kzlGOMo4t+pVoZ7nftUll1Yy1exg4bx6moUP36/10NFVVvam0e6so3OstElScVY3L0b4eKKYQfX2RoPi0MOLSwjCZu+7zWgghOpIEoHVqVqygueZYztxcKj7+hIqPP0HR6wmaOIGQ6TMImTEdw6BBsjp6sIkaCCc/5y1CtE/ZblKNv7O80WlZm9ajejwoGg1527eSv8v3bv2EiIyGB4rGG9jGDOnUqVcvysGyxLfYkTbcQMwVo9G2Y19Qe1nXrCH7iivrg899Sl9/HeOQwYSfdFKXzaU7jD9qDCs+HYi9Zk/92NKPv5QAVBwQp91Nzr5Vzs2lVJfaOu21PG6V2ioHtfsbuGoU39XUukC1wu1mR3kNG4urKXO6sSkq4YqKTVGwaVQcqsrwmu3MLF0aMOV2ZG4JA8wR9P/gTQypqR35VtvEXuvyrmw2Wt3c37+bfbQ6DbGpIcSnhRM/wBtshsWY5LuGEKLPkAC0jnHAACLPOw/L0qU4s7ObPU91OrGu/APryj8oevxxdEmJ3mB0+jSCJ09BGyKroweFUWfA3iWwel79UELe1xgMs3E4vF+OaqsqKc7KIC5tIKu+9139HGAuI8bYKPg65hEYPKdTp2xZmUfVLxk+YxqzjpjLR3dpURvr6tVkX3mVX/C5T/4992JITSVo7NiAx/sCRaMw7tgT+PPLF+rHKvLXkb01n37DE7txZqI3UVWV8nwrmZtLydpcSt6uCjyutuVzajQKaGjz+R3F41GprXZSW+30OxYOTEML+G4DUFUHDutvqI6tftfoPUZSLPHoUyfguvJCCixmTJlV9cGtwdTxqcJut4fSHItPKm15QeDPs7aITAiuX9WMHxBGdEoI2l7ai1QIIdpCUdWu/eUzceJEdVWAxsU9haqqODIyqFm6FMuSpVj/+gvV0ca7mHo9wYccQsiM6ZinT8c4ZIjcsezLnLXwxhFQtKV+6OucUeyubkihnXnBZQyccBjv3DwXGv1bOyt1A6nmutYah1wEJz0PnfizUrO2iPJPfVdgFaOW2KvGYEgO6bTXbcq6ejVZV16F2jT41GrB3VDlURsbw4DPP+/TFRXdLhcvXHIRbmdDFeKYAcdz8aPXduOsRE/nsLnI2VZO1mbvKuf+9H4MizGROjKa/iOjSUqPQG/U4nJ6sNc4sdW4sNU46/7sxG51YbM4sVmd2Pcdszq9YzWugOm8ncHjLsZp+QHV41/lVmMYgT54DorSfCqqolF8UoS9+1t904KNZl2jfbDe8wwmHYpGQVVVqkttdam03mCzOLsat7N97z8ozFBfIGjf6qYxSNYChBB9j6Ioq1VVnRjw2P4GoIqihAIvA5OAncB1wB1AEbBJVdUvWrq+pwegTXlqa7H+/TeWJUuxLF2CMzOrzdfqEhIImT4N8/TpmKdORRvSdV/0RRcp2gZvzAanN6BaU5bEwsJB9YfTxk0gLCaWDQt+rh+LM1VzQdo6b7yZOhUu+gZ0nZf+WrullNIPtkDj70s6DbGXj8I4ILzTXrcp66pVZF11tV/wGfuvG9EnJpJ3x50+46aRI+n/wft9uiL1L6/OY9PCho9MRRPJ2f95jpShUd04K9GTqKpKWV5N3SpnGfm7KvC42/Z7W6vTkJQeQf+R0aSOjCIiPrjDboq6HG5sNa6GoDRQoGp1Ya9xUlPtpKrKjtPqQtvGrxyqquJ2bMRlXQg0bUGiQxc8B51xZIe8l0AUBYxmPaqqYq9xtX5BADq9htj+oY16boYSGiWptEKIg0NHB6DHA0sAJ1AA/AV8AnxY93iQqqr+1QHq9LYAtClHZmZ9MGr98y9UexvvPut0BI8fX19Z15ieLr+E+oq1H8A31wFQag9i3p6Gf2s6gxFUFZezYRX9+KRtDA8vhohUuHIhmGM6bWq2XRWUzNsEjdPsNArRF48gqAuDHOvff5N19dwAwee/iJl7NQBFTz5J6Ztv+RwPO/44kp56qs/+W7GUl/HaNZeA2nB3ICH9Ys574Mw++55F6xy13lXOfam1lvL9WOWMDaoPOJOHRqI3dF1V68ZsTje/byvi67W5LNpejMPt/RnXqWBUIUhVMKkKQR4wqQohGg3Do0IYGB5EOC7ytnyFpXSj3/Mqmmj0ISei0UZ39VtqmQJRiWaflc3oJDMaSaUVQhykOjQAbfSkiXgDz1HABaqq/qQoShFwqaqqPzQ59yrgKoDU1NQJmZmZ7XrNnsZjs2H9exWWpUuoWbIUR0ZGm6/VxcVhnj7NW1l36hS0YWGdN1HRuVQV5l8NGz5FVeH1XZOwuIwBTw3V2bhi8N9ojCFw+a8Q33l38O1ZVZS8uRG1cdVFBaLOHUbwmNhOe92mav76i+yr56LW1vqMx950EzFXX1X/WHW7ybnueiyLFvmed+MNxFxzTVdMtVt8/tBDZG38o/6xRj+E0++8l/6jetgXbNFpVFWlNLfGm1a7qZSC3ZV4PG1c5dRrSE6PJHVkFP1HRhMRH9zJs22e26Pyx55Svl6by8+bCqi2t7xyqFFg2pBYTh2XxNEjEwgx6ijK2MP3zz5KeX6e3/mJFbUMLFFRdcEYjjiWoBNOw251162+elOH61dla7wrsk5709XTjmEONxA/oKFIUFz/UAwmSaUVQoh9OjwAVRQlArgCeB3IwBuA/lgXgF6uqup3zV3b21dAW+LIzsayZAk1S5dR8+effl+4m6XVEjR+XH0xI+Pw4bL60dvYq+G1mVC2m5/y0tlSGR/wtFnxu5kQlQ/nfATDOq95t7OghqLXNqDW+n4BjDx9COZJXbevsubPv8ieGyD4vPlmYq660u98t8VC5rnnYt+5y2c8+fnnCDv6aL/z+4KcLZv49P7G6ccKicNv5Nz/m4Oikc+Bvspe6yJ7SxlZW7yptTUVbV/lDI+rW+UcFU3ykAh03bTKCd7geXNeFV+vzeW7DXkUVrX+Psb2i+DUcUmcOCaJ2FBj/fNsWPATC999A7fTt0CR1u1hVE4xyRUWAGKuvYaYf/6zTb8n3U5PQ3pw00C1xpsmbLM4fYJWm9WJ09YQuOqNWuL6h9YHm/Fp4YREBr7JKIQQwqujU3DNwMnA50AMsAW4E5gHFAJDVFUtae76vhyANuax27GuWkXNkqVYli7FsWdP6xfV0cbGEDJtureY0dSpaMO7bp+eOAD5G+DNOWwpi+CnPP8edEaNi6sG/4Xh6Hth+s2dNg1XaS1Fr67H06TKZPjxAwidkdJpr9tUs8HnLTcTc6V/8LmPIzubjLPOxl1RUT+mBAWR9tGHmIYP76zpdhtVVXn7xmuoKGxoj6M1TebEG65i8IS4bpyZ6EiqqlKSY2lY5dxThdrGVU6dXkPysMj61Nrw2O5b5dwnq9TKN+ty+XpdLruLa1o9f0CMmVPGJXHKuGQGxPhWi7dbrfz6+gvsWLnU77rQWjvjMwsJsXs/z+Lvvouoiy7qmDfRArfLg93qwuV0ExJp8lYNFkII0WYdHYDeBTzcaOgSYDqQA2xVVfXTlq4/WALQphw5udQsXYJl6TJq/vjDvwpoczQagsaNqytmNAPTiOEoGtlT0mP99QaWb+7mtV2H+R06NDqbGXMmwemvd1rFW3elnaJX1+Nusmcs9Ih+hB+d1imvGUjNH396g0+bbx/CuFtvIfqKK+ofO1wevlqTQ2aZlRlDYpk8MApFUaj58y+yLr8cXA0ruLrERAZ8/hm6mM7bM9td1v3yA7+9/UrDgGImYegNnHvfVPni24vZapxkby0jq66AkHU/+kJGxAfXrXJGkTQkAp2++1Y59ym12PlhYz5fr81lTVZFq+fHhBg5aWwip45LZkxKeMAVy8I9u/j+2ceoKMz3O9avtIoRuSVoVRW0WpIe/i/hp5zSEW9FCCFEJ+uUPaDtdbAGoI15HA5qV6+uL2bk2LW7zddqY2IIOfxwbzGjww9HGxHReRMV+09V4dMLmPdDHqWOhrv8GjxcMc1O6NwfQN85PTfdNU6KX1uPq8h3xdE8JZGIkwd1WVp3zR9/kD33Gv/g87Zbib788vrHqzPLueurDewotNSPDUsI5aIpaZw2Phnb/C8puO8+n+cIGj+e1HfnoTF0XtXg7mC3Wnl17kW47A1/Z3rziRx91SkMmyx9QXsL1aNSnF1dH3AW7Kmkrb9idQYNKcOi6D8yitSR0YTF9Izqz1aHi/9tKeTrtbks3VmCq5VVW7NByzGjEjh1XDJTB0Wja6YIj6qqrPvlexa//xZul+9WAa3bw+icYpLqUm4Vo5HkZ54h9IjZHfOmhBBCdDoJQHs4Z14elqXLvJV1V6zEsz+ro6NH11fWNY0cKaujPUFtOb/feQprCxoKS42MqeLYRz+D0M7Zf+mxuSh+cyPOHIvPePD4OCLPSu+yvYQ1K1eSfc21AYLP24i+/DIALHYXT/6ynXdXZjT75Tw8SM8/Du3H2Ss+xfmFb1JF+Gmnkfjwf/vcPukFb77M+v/9WP9Yo+tHdNqFnH//ZLQ6+XfdU9lqnGRvKfNWrN1SRu1+rHJGJprrA86kwRFo9T3jv7PL7WHZrhK+WZfHL5sLsDpaLuSj0yjMGhrLKeOSOXJ4PEGt7Em1W2v45dXn2PnnCr9jobV2xmcUEuLwptxqQkLo98rLBB96aPvfkBBCiC4nAWgvojocWNes9VbWXboM+44dbb5WGxWFedrh3sq60w5HFxnZiTMVLalc/z/effRpnB4tQToX599xG+Fj5nTKa6lON8Vvb8axt9Jn3DQimujzh6NouzD4nHuNX2uiuNtvJ/qySwH4fVsh987fRF6lLdBT+NGqbl5a/x79MzY3+5x9RXFWBu/ddr3PmCHsYmZfMIVRM7tu765omepRKcrat8pZSuHeqjavcuqNWlKGRZJat5czLLpnrHJC3YpkdgXfrMvj+w15lFhaD6Qn9o/klPHJnDA6kShz27ISCnbv5PtnH6WyqNDvWGpJJcPzSr0pt4A2OprUN17HNGLE/r0ZIYQQ3U4C0F7MWVCAZelSapYspWbFCjw1rRd7AEBRMI0eTch0bzEj06hRKNru30N0MLFmbyX37wUkTjqGkJT0TnkN1e2h9P2t2LaV+YwbB0cQc/FIlC5aUalZscK78tk0+LzjDqIvvYQSi50HvtvCt+v9WysAjOsXwYacCgJl94U4rDyz+HlSahrVNtNo6PfKy4TMnNmRb6PbfXLf7eRu21L/WGscT3jiMVz44JRurXR6sKu1OOpXObO3lFHbpMBXS6KSzPUVaxMHhfe41ew9xRa+XpfHN+tyySxtPftmSFwIp45P5uSxSfSLansxJFVVWfvTtyz+4B08bt+UW50KozMLSKxs+P2mT0oi9e23MKSltfk1hBBC9BwSgPYRqtOJde1aapYuxbJ0GfZt29p8rTYiAvO0ad7Kuocfji5aegz2dqpHpezT7dSuL/YZN/QLJeaK0WiMXROwWJYvJ+fa6/yDzzvvIOrii/lyTS4P/bCFCqv/l/bUqGAeOX00hw+OIbeilg/+yOSTv7Iob3JuSnURzyx+nhBXo5VTs5mBn36CcfDgTnlf3WHr8sX8+PwTjUYMGCOu5vAzhjP+6NRum9fBxuNRKcqsImtTKZmbyyjKrIK2rnKatPQbHkXqCG9qbWhU5+z5PhDlNQ6+WpvLN+ty2ZBT2er5CWEmTh6XxCnjkhiRGLbf6e82i4VfXn2WXX//4Xcs3K0ybkcWZkdDUGoYPIjUt95CHx+4nZUQQoieTwLQPspZWETNsqVY9q2OVle37UJFwTRypDcYnT6doDFjZHW0l1FVlYqvd1HzZ4HPuD4hmNirxqAJ1nfJPCzLlpNznX/wGX/XnVhOPIu7529k2S7/rkwaBa6cPpB/HZnut1/M5nTz7bo85q3IYEt+Vf34IYXbeWDlm2gbRQLlEXG4XnyLaYcM6hPVYl1OJ29cdynWyor6MV3wkYRETeDCh6ZgCJJG953FWuUge2sZmZu8q5y2mravckYnh9B/lDfgTBgUjraZwjvdTVVVPl+dw39/2EplbcvvL9Sk4/hRiZwyPonDBkSjbee/r/yd2/n+uceoKi7yOzbA6iR9VxbaRl9DTGPG0O+1V2ULiRBC9HISgB4EVJeL2vXr6yvr2rdsbfO1mvBwQg6finn6DEKmT+uTbS76msqf9lK9OMdnTBttIm7uWLShXVMh1rJ0mTf4dPjuFYu5806+Hjidp/63HZvT43fdyKQwHjtjDKOSW+5vq6oqqzLLmbcig583FeD2qJy6awlXb/rW57x1MYN46+SbuHDaIM6YkEKIsXcHacs+eY8/539W/1jRxmIIvYDDTh7IoScM6MaZ9S0ej0pRRhWZm7x7OYuyqtu8ymkI0tFveN1ezhHRhEQaO3eyHSCztIa7529k+a7SZs8xaDUcMSyOU8cnMWtoHKYDaP2iqiqrf/iapR/Nw+P2LWJkMBoZnVNCfJ5vUGqeOoWUF15AY/btEyqEEKL3kQD0IOQsKqJm2XJvMaPlK/BUVbV+UR3TiBH1lXWDxoxB0fXuL/R9TdWibKp+zvAZ04YZiJ07Fl0XpftZli4l57rr/YJPz/U3cac6go25/ml9Rp2Gm49K5/JpA5ptzdCc/MpaPvwji4//zOSC5R9ybOZfPse/GzCVl8eeTohRx5kTUrhoSn8Gxobs/xvrAaqKi3jzn1egqg3BuyH0HIwh/bjooamYQrpmdbsvslY5yNpcWr+X0251tX5RnZh+IaSOjKb/yGjiB4b12FXOplxuD28t28szC3YEvCGkKDB5QDSnjk/i2FGJhAcd+M9XraWan19+hj2r//I7FhufyKg/1hNU5ZuxE3rMMSQ98Xifa7EkhBAHKwlAD3Kqy0Xthg31xYxsmze3flEdTVgY5qlTCZk+HfP0aejj4jpxpqI1lj/yqPjat2+sxqwj9uqx6OPaXhDkgObQTPC54bQruFsZjjtAJaGpg6J5+LTRpMUc2MqGzenmhzVZmO68kYH5O32OvTjmNH4YeHj945npsVwyNY2Z6bG9Lj336yceZPeqP+sfawzDMZiPY/zRqUw9ve/see1sHreHgr1V9X05i7PauE0BMAbrvHs56yrWmsN7/ipnU5tyK7njyw1szvO/AWnSa7hm5mDOPjSFxPCOq8abt2Mr3z/7ONWlxX7HRo0cR8oX36Jx+Kb/Rpx1Fgn/uU+2ggghRB8iAajw4SopwbJsmbey7vLluCtbL0Kxj3H4cG9l3enTCBo3DkUvqzFdxbq2iLLPtvukCSpGLbFXjcGQ3DWrfZYlS7zBp9P3C+QnU87m3fhJfueHB+m554ThnDUhpUP7djpLS9lx+ploChv2wLoVDfdMvZL1sUN8zk2LDuaiKWmcOTGFMFPv+Hndu241Xz1yX6MRLcbwq9AbzZx550SMXbTHtzdyu9zk7awgc1MZOdv2b5UzNjWU1JFR3lXOAWFoeskqZ1O1DjfPLtjBm8v2BrwhdPhg7w2h/tEdl+qqejys+n4+yz55zy/l1mg2M23cYRhffQs8vquw0VdeSezNN/W5vr5CCHGwkwBUNEt1u7Ft3Fi3d3Qptk2baGtTO11SIon330/I9OmdPEtRu6WU0g+2QOPvbjoNsZePwjig5b2UHcWyeDE51//TL/h8acxpfN9o5XGfE8Ykct9JI4gL7Zy0YNv27WScex6qtaF1RLU+iBtn3kh+iP8+5mCDljMOSeHiqf0ZHBfaKXPqKKrHw1v/uorKRgG2Lmg6OtOh3Tirvsdo1pE6PIrUUd69nMFhvT/9c/muEu76aiNZZf4tVcKD9Nx7wnDO7OAbQtaqSn5++Rn2rvX/3Z4wOJ3DkwZS+8JLfsfibruN6Msv67B5CCGE6DkkABVt5ioro2bZMm9l3WXLcFdUtHpN5EUXEnfLLWiMvS9FrTew7a6g5J1N4Gr0b1WjEH3xCIKGRnXJHKoXLSL3nzf4BZ9N014BEsNNPHjKKI4c0fktFKp/+42c6//pc9OkMDKRa6dei1XffFrh9CExXDwljdnD4tpd3bOz/f3dVyz54O36x4omHEPYpShK71yV6xEUiEsNJXWUdy9nXFpYr0vPbk6F1cF/f9jK56tzAh4/aWwS/3fiCGJDO/ZzOmfbZn547nEsZf7FjSaccCpDCyuoeOst3wMaDYkPPkjEGad36FyEEEL0HBKAinZR3W5smzfXV9a1bdjY7OqoccgQkp58EtPQ9C6eZd/myK6m+I2NqI5GKW0KRJ07jOAxsV0yh+qFC8m94Ub/4HPs6fwwYGrDtBS4cHJ/bjtmKKFdmOpa8trrFD/zjM+Y+9ApvH389Xy3qQCnu/nPuH5RQVw0OY2zJ/YjvIeltdZWV/HaNRfjbvT3rg85Fa1+YDfOqvcxmfX0GxFF/1HRpI6IIqiLqkR3FVVV+WFjPv/5djMlFoff8cRwEw+dOoo5wzv2hpDq8fDXt1+y/NP3UZuk1ZrMIRwz90bM3/1Exeef+xxT9HqSnn6KsKOO6tD5CCGE6FkkABUdwlVeTs3yFVgWL6bqhx/89vIoBgNxt95K5IUXyH6eDuAsqKH49Q14muxhizx9COZJCV0yh+qFC8m54UZoEny+MPZ0fmwUfA6OC+HR00czMa1rVmQbU1WVvNtup+r7733Goy69FM21N/LxX1l88EcmRdX2Zp4BgvRaTjskmYunpDE0oeek5/788jNsXvxb/WN90CDC4s/qxhn1DqHRJvqN8K5yxvYP7TOrnE3lV9by7683sWCrf49NRYGLJvfntmOHdXhrImtVJT+99DQZ61b7HUtMH8bx19yE5bEnqP7lF59jmuBgUl5+CfPkyR06HyGEED2PBKCiw1nXrCHvtttx5ub6HTNPn07Sw/9FF9s1K3R9kau0lqJXN+Cp9l3RCD9+AKEzUrpkDtW/LyTnRv/g8/mxZ/DTgCkA6LUK184azLWzB2HUdV8FS4/NRuaFF2HbuNFnPPHhh4k4/TQcLg8/by7g3RUZrM4sb/G5pgyM5uKpaRw1Ir7b03Pzd23no3tuaRhQFK54/g3C47rmBoTomTwelQ//zOSxn7djsfsXWRoSF8KjZ4xhQv/IDn/tnC2b+OH5x7GUl/kdO/TkM5hy4unk33QzNStW+BzTRkTQ743XCRo9usPnJIQQoueRAFR0Cnd1NYUPPUTlN9/6HdNGRpL43/8SesTsbphZ7+autFP02gbcZTaf8dDZ/Qg/Jq1L5lD9++/elU+X75fb58edyU9p3tWL8akRPHbGGNLje8aKobOwiIyzzsJV1LAapOj1pL47j+BDDqkf25hTybwVGXy3Pg+H278v4j7JEUFcOKU//5jYj0hz96RtqqrKh3ffROGeXfVjqaPGMmzaTBIHDyUqOQWNRlpXHEx2FlZz51cbA95I0WsVrp89hLmzBnb4DSGPx81f8z9nxecf+fSoBTCFhnHcdTeRmjaY7KvnYtuwwee4LiGB1LffwjhQ0seFEOJgIQGo6FSV3/9Awf3346n277EXce45xN9+O5qgjusz15e5a5wUv7YBV5FvBUvzlEQiTh7UJanN1b/9RvaN/0JpEnw+N+5Mfk6bjNmg5fZjh3HB5P7dvkLYVO3GTWRecAGqvSHdVhsdzYDPPkWfnOxzbqnFzid/Z/P+ykwKqmxNn6qeUafh1HHJXDw1jRFJYZ029+ZsXPgrv776fMBjhqAg4gcOIXFwOgmD00kcPJSQqOgunqHoCnaXm1cW7eblhbsD3jiZ0D+SR08fzZBOuCFUU1HOjy8+RdbGdX7HkoaO4MQbb8fkcpN1+eU4dvn2KTYMGEDqW2+iT0rq8HkJIYTouSQAFZ3OmZtL7h13ULvKf0+QYdAgkp98AtPw4d0ws97DY3NR/OZGnDkWn/Hg8XFEnpWO0gXBXtFPv1B8yy1oPL59/J4ddxa/pB3GEcPieOjUUSRF9NwbClU//kjuzbf4jBmHDSPtww/QmP37HjrdHn7dXMi7KzL4K8M/rbCxSQOiuGRqGkePiEfXRT0inXYbr11zMfaamjadHxIdQ+KgfQFpOvGDhmAw9dz/XqJ1qzPLufPLDewssvgdMxu03HncMM4/rH+n7HXN2rSBH194gpoK/xXXSaeexeFnX4ArO5usyy7HmZfnc9w0ciT93ngdXVTX7w0XQgjRvSQAFV1CdbspfeMNil94EZo0IkevJ+6mm4i65GIUjbSRaEp1uil+ezOOvZU+46YR0USfPxxF2/nB54p5XxD62H3oGqXXeVB4btyZrB45nf+cPJITxyT2igJTRc89R+krr/qMhR51FMnPPdviz9/mvEreW5HJ1+tysbuaT89NCjdx/uT+nDsplaguSM/dtnwxv7z2PC5784WUmqMoGqL7pZIwKJ3EId5V0uiUVDRaSd3t6Sx2F0/8vI33/sgMWIB8zrA4HuykG0Iej5s/vvyUP778xC/lNig0jOOvv4W0cROwbdlC1pVX4S71bcMSfNhhpLz0ItqQkA6fmxBCiJ5PAlDRpWo3bCD31ttwZmX5HQueMpmkRx9FH9/5PSJ7C9XtofT9rdi2+a6+GQeFE3PJKBR95wbsJRY77z8+jyM/f94/+Bx/FmGnn849xw/vtn2Q7aF6POTeeCPV/1vgMx5z7TXE3nBDq9eX1zj45O9sPvgjk9yK2mbPM+g0nDw2iUumpjEqOfyA590SW42F/J3byd+5nYJd28nfvRNbdVW7nktvNBE/cHD9KmnC4KGERsf0ipsLB4vfthZy79ebyK/0Tw+PCTHwn5NHcsLozrkhVFNRzo8vPEHWpg1+x1KGj+L4G24lNCoG699/k33NtXgsviuzIXPmkPz0U9IbWgghDmISgIou56mpoeDhh6n88iu/Y9rwcBIeelD6wAGqR6Xs0+3Uri/2GTf0CyXmilFoOrh9gs9rqypfrcnll1c+4p/L3/ULPt+bdj4n3XE104bEdNocOpOnpoaM8y/Avm2bz3jy008RdvzxbXoOl9vDgq1FzFuxlz/2tJyeO7F/JBdPTePYUQnouyA9V1VVKgsLyN+1nYJdO8jftZ2ijD0+fUP3hzkikoTBQ+v3kyYMSscYHNzBsxatKa62c/93m/l+Q37A42dNSOGeE4YTEdw5N4QyN6zjxxefxFpZ4XtAUZh82tlMOfM8NFot1b8vJPemm3z2WwOEn3YaiQ8+gKLrvM8uIYQQPZ8EoKLbVP38C/n33YenstLvWMRZZxJ/550B9+UdDFRVpeLrXdT8WeAzrosPJu7qMWiC9Z322tllVu6evxHPot+5a9UHaJsEn+vOuY7T755LkKF3p2k6c3PZe9bZuMsagkfFaKT/Bx8QNHrUfj3XtoIq3l2Ryfy1OdiczafnxocZOf8wb3pubGjXrgC5XU6KMzMaBaU7KM/Lad+TKQrRyf3qU3cTBqUTk5qGVgKLTqGqKl+szuGhH7ZSWet/EyE1KphHTh/N4YM754aQx+1m5Rcf8cf8z2ia7xscHsFx199C2pjxAFR+8w15d9/jt9Ui6pJLiLv9NtlmIYQQQgJQ0b2cBQXk3XEn1j//9Dtm6N+fpCefOCh7w1X+tJfqxb7BgTbaRNzVY9GGdc7qhsvtYd6KDJ76dQcTMtZw56oP/YJP9fZ7GXXZeZ3y+t3BumYNmRdf4tPPVBcXR9rnn6OPj9vv56uwOvhsVTbvrcwkp7yF9FythhPHJHLx1DTG9otox8w7hs1ioWDPTgp2bid/13byd+2gtsr/hlBb6PQG4gYOJnHwkPrV0rDYeEndPUCZpTXcPX8jy3eV+h3TahSumD6Af81J77QbQpayUn54/glytm7yO9Zv5BiO/+ethER6CwmVvfcehQ8/4nde7E03EX3VlfKzIIQQApAAVPQAqsdD2TvvUPTscz6BAAA6HbH//CfRV1yOcpAURqlalE3Vzxk+Y9owA7Fzx6KLMnXKa27Oq+TOLzeyMbeSabnr/YJPVVGIf+ghos84vVNevztVfDWf/Lvv9hkzjR5N//ffQ2Nq39+326Py+zZvem6gwKGxcf0iuPTwNI4blYhB172rQ6qqUlVc5LNKWrRnFy6no13PFxQW7tMGJmFQOiYpPNMmLreHt5fv5en/7Qi4qj4yKYzHzhjTqfuLM9at5seXnva/KaEoTDnjHCafcQ4ajRZVVSl54QVKXn7F77yE//yHyH+c3WlzFEII0ftIACp6jNrNm8m79TYce/f6HQueOJGkxx/r8/3iLH/kUfG1b688TbCO2Llj0cd1/J47m9PNc7/t5PUle3B7VKbnruOOVR/5BJ8oComPPEzEqad2+Ov3FIWPPkbZvHk+Y2EnnkjSE48f8KrNzsJq3l2ZwVdrcrE63M2eFxtq5LxJqZx/WCpxYZ1zo6E93C4XJdmZ3uJGu3ZQsGsHpbnZfqmYbRWZmOwNSocMJXFQOrFpA9DqOi+lvDfalFvJnV9tYFOufyEpo07DzUelc/m0AZ3W7sfjdrP8sw/46+vP/Y4Fh0dwwg23kTpqLOC9gVj40H8p/+gj3xP1epKfeJywY4/tlDkKIYTovSQAFT2Kx2ql8LHHqfj0U79jmtBQEu//T5uLxPQ21rVFlH22HRr9s1OMWmKvHI0hpeMbyK/YXcLdX20ko9QKwIycddy+2j/4THr0EcJPOaXDX78nUd1usudeQ83SpT7jsTffTMxVV3bIa1TWOvl8VTbv/5FJZt3feSB6rcLxo73pueP7RfTItEW71Urhnp3eqru7vSulNeUtF2JqjlanIy5tEAl1bWASBqcTEd87Wvp0tFqHm2d/28GbS/fi9vj//j18cDQPnzaa/tEdtzfe43Zjq7Fgs1iwWaqpra7i72+/IHfbFr9zU0eN5fh/3oo5IhIA1eEg7667qfrhB5/zlKAgUl54gZBph3fYPIUQQvQdEoCKHqn6t9/Iv+de3BUVfsfCTzmF+H/f26d6yNVuKaX0gy3QONNOpyH2slEYB3Zsil2l1ckjP23lk7+z68dm5qzlttUf+wafGo03+Dz55A59/Z7KXV1Nxj/OwbFnT8OgopDy4guEzpnTYa/j8ags2lHEvBWZLNlR3OK5Y1LCuWRqGieMScSo67kp6KqqUl1a4g1Gd3rTdwv27GxXb1IAU0hofRuYxMFDiR80hOCwzm1l091W7CrhrvkbA96cCA/Sc+8JwzlzQkqzgXlDIFldF0hW1/3Zgq2m+TF7TU2rc1MUDVPOOpfDTjsbjcb7c+iprSXnxhupWeJ700YTHk7qa68SNG7c/v8lCCGEOChIACp6LGdREfl33U3N8uV+x/T9+pH0+GMEjx/fDTPrWLbdFZS8swlcjf69aRSiLxpB0LCoDnsdVVX5aVMB//fNZkosDYHBzJy13LbqI7SNl141GpIee5Twk07qsNfvDRyZmew9+x8+lZmV4GDSPv4I09ChHf56u4stvLcigy9W51DTQnpuTIiBcyelcv5h/UkI7znpuS3xuN2U5mT57Cctzc5CVZuvEtySiPhEn96kcWkD0Rl6T//Z5lRanfz3xy18tspbdEyjujF67JjcdoweO9NTgzhjRBR6t80bRFos2Kqr/IJNR23zq+oHwhwZxQk33Ea/EQ3F4NyVlWTPvYbatWt9ztXFxZH61psYhwzplLkIIYToGyQAFT2a6vFQ/v77FD35FGrTAkVaLTHXXkPM1Vf32r5yjuxqit/YiNo4+FAg6pxhBI+N7bDXKai08e9vNvG/LYU+47Oy13Dr6o8DBJ+PEX7SiR32+r1JzR9/kHX5FT5tJPRJSaR98Tm6qI67IdBYtc3Jl6tzeHdlJntLml+R0mkUjhmVwKVT05jQP7LXpak6bLUU7tnlk7prKS1p13NptDpi+w+obwOTOGQokQlJPabNh9vlrEtrrUtttVTXB4zesSr25BSzM7sIjcOK0WMnyG3DoLavV2tn6D9mPMdffwvB4RH1Y86iIrKvuBL7jh0+5+r7p5L61lsYUlK6eJZCCCF6GwlARa9g276dvFtvxb5zl9+xoPHjSXri8V73xcdZWEPxaxvwWF0+4xGnDyZkUmKHvIbHo/LRX1k89tM2qu2+rzM7ew23rvkYjdok+Hz8ccJPPKFDXr+3KvvoIwofeNBnLGjiBPq//TZKJ666eTwqS3YW8+6KDBZubzk9d2RSGBdPTePksUmY9D03Pbc1lrJS8nfvoKAuKC3YvRNHbfMtbFpiNJu9wWijyruNg6f2aAgk64LI6kaBZI0lYGprbXU1Tlv73kN3MJrNmEJCMZlDCQoNxRQSysBDDmXY1Bk+Ab0jO5usyy7HmZ3te/2wYaS++Qa6mM7pQyqEEKJvkQBU9Boem42iJ5+i/IMP/I5pzGYS7vs/wk46qVesCrlKayl6dQOeat/2FuHHDyB0RscE0ruKLNz11Qb+zij3O3ZU7hpuWvUJStM9n088TvgJB3fwuU/+/fdT8fEnPmPhZ55B4oMPdsnP2N6SGt5bmcEXq3L8bh40Fhms55xJqVw4uT9JEUGdPq/O5vG4KcvNqUvb9VbeLcnKQPW0L3U3LDa+UepuOiZzSJMVybpU1n1BZE1dmmvdmNNu6+B32EkUBVNwXSAZEoIpNAyTOaTucShB+8ZCQjCZQxvOCwmp39fZEtv2HWRdcTnuYt8V66AJE+j3ystow8I6650JIYToYyQAFb2OZfFi8u6+B3epf3/FsBNOIOG+/+uRX4bcNU7sO8uxbS+ndlsZaq1vUBE6ux/hx6Qd8Os4XB5eW7ybF37fhcPt/6X9UutWzl7wDjT+Qq/Velsm9NEKw+2hOp1kXXEl1j//9BmPv/suoi66qMvmYbG7mL8mh3krMthd3Hx6rqLAmJQIZqXHMmtoLGNSItBqev7NmLZw2m0U7t1dv5e0YNd2qoqLuntanUNR6gLHxsFj44Cx8eOGMaPZ3KZAsj2sa9aSPXcunirftjAhM2eS/OwzaIJ6/40PIYQQXUcCUNEruUpLyb/7HiyLF/sd0yUlkvz44wRPDPhz3WVUj4oz14Jtexm27eU4cqp9Wqw0Zp6SSMTJgw54ZW1tVjl3frmR7YXV/q9h0PJYWC6D3nrKt4ejVkvyk08QdtxxB/TafZGrvJyMf5yDMyurYVCjod/rr3d5iwlVVVm2q4R3V2Tw27aiVttwRgbrmVEXjE4fEktMiLFrJtpFairK66ru7vCm7u7agd3aekXXrqIoGowhIZjMIVR49GRZVKyKCZvWiF1jxKbx/jklIZqrjx5Nemq8N6AMNveYfawAlqVLyfnnDag235XgsJNPIum//0XRSw9XIYQQ+0cCUNFrqapK+ccfU/TY46hN2z1oNERfdSWx113XpV+Q3BYHtp0V2LaXYd9Zjqem+dTJfYLHxxF5VjrKAaxW1dhdPPHLdt5dmREwMJk9NJb/M2Zie/A+/+DzqSelWXwL7Lt2kfGPc/A0alehCQ0l7dNPMQ4c0C1zyiq18v4fGXz6dzZVttZ/xhQFRieHMys9lplD4xjXr++sju6jejyU5ef6rJIWZ+7F426+unBbKIqm0WpkMyuQoWEENUp3NYWEYgwOZk12JXd9tYEdhRa/5zUbtNxx3DAuOKw/mh7636Lyhx/Iu+NOcPn+jEVeeCHxd93ZowJlIYQQvYcEoKLXs+/aRe6tt2Hfts3vmGnMGJKfeBxD//6d8tqqR8WRXY1tRzm27WU4cy3NrnI2pRi1hExNIuzIVBRt+7/ILdxexL3zN5Fb4V/0JNps4L6TRzJjz5/k332PBJ/tZFm8mOy51/j8/Rn69yfts0/Rhndff0qrw8X8tbl8/FcWm3KrWr+gTkSwnulDYpmVHsuM9FhiQ/vW6ug+LoeDooyG1N2ivbtRAVNISMA0Vt8x77gxKHi/Ay2L3cWTLdwQmjMsjgdPHdWj9+yWf/wxBQ88SNM3EPPP64m59tpesddeCCFEzyQBqOgTPA4Hxc88S9k77/gdU4KDSbjnHsJPP61DvjS5qx3egHNHuXeV09r6CtQ++kQzpqGRmNKjMPQPPaDAs9Ri54Hvt/DNuryAx884JIV7TxiO8ssP5N8TKPh8irBjj2n36x9sSt9+h6LHH/cZM0+dQr/XX+8RbYCKqmws2lHM4h3FLN1R3KaV0X1GJYcxKz2OWUNjGdcvAt0B/Fwe7H7fVsi98zeRV+lfvCgmxMB9J43kxDGJPTaAU1WVkldeoeT5F/yOxd97L1EXnN8NsxJCCNGXSAAq+hTL8uXk33kXrmL/FhahxxxD4v3/QRsRsV/PqbpVHNlV2LZ7g05nrn86XXMUkxbTkMi6oDMSbdiBrzSpqsr8tbk8+P0Wyq3+PQP7RQXx8GmjmT4kloovvyL/3nt9g0+dzht8HnP0Ac/lYKKqKvl330Pl/Pk+45EXXkjCPXd306wCc7k9rMuuYNH2YhbtKNqv1dEwk47pQ2KZOdS7QhoXZurEmXYN1eWi4vPPqfz6G1wBipd1BLeqUl7jwOoInPIbYtQREaxH00MDz31UtxtXfr7voE5H0iOPHLS9gYUQQnQsCUBFn+MqLyf/3n9j+e03v2O6+HiSHnsM8+TDWnwOd7WjLuAsw7azwq9ibUv0ySGY0r1Bp6FfGIq2475wZpdZuXv+RpbuLPE7plHg8mkDuOmodIINOiq+/JL8e//tH3w+/RRhR0vw2R4eh4Osiy6mdt06n/GE++8n8h9nd8+k2qCo2saSHSUs3lHMkh3FVNb637hozojEMGYNjWXW0DjGp0ag72Wro5alyyh87FEcu3Z391R6JcVkIuW5ZwmZObO7pyKEEKKPkABU9EmqqlLx+ecUPvIoatOm9opC9OWXEXvDDSgGg/d8t4ojq26Vc3sZzvy2V9NUgnSYhkRgGhrlXeUMNXTkWwG8K1rzVmTw1K87qHX6r7AMTwzjsTNGMyYlAoCKL77wBp+N6XQkP/M0YUcd1eHzO5i4SkrYe9bZvqtEOh2pb7+FedKk7ptYG7k9KuuyK1i8vYhFO4rZkFPZ5mtDTTqmDY5h1tBYZqbHkRDec1dH7Xv2UPjYY9QsXtLdU+m1NKGh9Hv1FYInTOjuqQghhOhDJAAVfZp9z17ybrsN2+bNfsdMYw4l8pLbcJfrsO0sR7W1vVqmPmXfKmcUhpTQDl3lbGpLXhV3frUhYKBg1Gn415HpXDF9QP3KVPnnn1Pw7//zPVGnI+XZZwg98shOm+fBxLZ1Kxnnne9zc0MbEUHaF59jSEnpxpntvxKLnaU7i1m03bs6GiituznDEkKZNTSOmemxTEyL7BGro+6KCopfepnyjz6CA6yAezDTp6SQ8uILmIYN6+6pCCGE6GMkABV9nupwUPzCi5S+9TbayEFo40eiix+FNrxfm59DE6zD2HgvZ0jHr3I2ZXO6ef63nby2ZA9uj/+/xckDo3jk9DEMiDHXj5V/9hkF/3ef74l6vTf4nDOns6d8UKn69Vdyb7jRZ8w4ZDD9P/4YbUhIN83qwLg9KhtyvHtHF+8oZn1ORav9RvcJMeo4fHA0s4Z6ixklhndthVfV6aT8408ofuklPJWBV3XDTzuNqEsvQRPU/rntLKzmsZ+3BWytYtBquHzaAM6emIK2BwTj7aVoNOgSElC02u6eihBCiD5IAlDRp7kq7djr0mprt5dCW7dyKqBPCW3Yy5kSekB9OvfXyt2l3D1/I3tL/FOBw0w67jlhOGdP7OdTSbP8088ouC9A8Pncs4QecURnT/mgVPzyy37VQkNmzSLlpRf7xJf3shqHz+poaY2jzdcOjQ+tL2Q0MS0Kg65zAjJVVbEsXkzRY4/j2Ls34DlBEycQf+ddBI0a2e7XsTndPLtgJ28sDXxDaOqgaB4+bTRpjW4ICSGEEMKfBKCiT1FdHuyZDXs5XYXWtl/rrMGQZiZ02lCMQyK6ZJWzqUqrk0d+2sonf2cHPH7C6ETuO3kEcaG+e+/KP/mUgv/8x/dkvZ6U554j9IjZnTRboaoqebfcQtWPP/mMR195BXG33NJNs+ocHo/KxtzKutXRItZlVxAgDgvIbNAytW7v6KyhcSR3UP9L+86dFD76GDXLlwc8rk9OJu622wg95ugDanuyYncJd3+1kYxS/8+TMJOOe08cwVkTUnpsaxUhhBCiJ5EAVPR6rgpbXcBZjn1XBWozbRCaUlUPnvK9uAo34SrchKciC1CJuvgiYm++GY3xwFumtJWqqvy8qYD/+3YzxdV2v+PxYUYePGUUR49M8DtW/sknFPznft9BCT67jKe2lswLLvTbZ5z0+GOEn3xyN82q85XXOFi6q4RF24tYsqOYEkvbV0cHx4UwK90bjB46IBKjbv9Wi11lZRS/8AIVn34GHo/fcU1wMNHXzCXqoosO6N9xpdXJwz9u5dNVzdwQGpPIfSf53xASQgghRPMkABW9juryYM+orA86XUVtX+XUhOi9abXpkWiCLOT/313Y1m/wO8+Ynk7Sk09gSk/vyKkHVFBp4/++2cSvWwoDHr9gciq3HzuMMJPe71j5xx9TcP8DPmOKXk/y888ROluCz67iLChg71ln4S5uaI+jGAz0f+9dgsaN676JdRGPR2VzXhWLdxSxaHsxa7LK27w6GmzQMnVQNDOHxjErPZZ+UcHNnqs6HJR9+BElL7+Mp7ra/wRFIeLMM4i94QZ0sbHtfDfeG0I/bSrg/77ZTInF/4ZQQpiJB08dxVEj4tv9GkIIIcTBSgJQ0Su4ymzenpzby7HvrkB1+K96BKSAITWsfi+nPinEZy+n6nRS8sorlLz6mt9KimIwEHfbbURecH6npNZ5PCof/53Foz9uo9ruvzl1YKyZR08fw6QBUQGvL/voIwofeNB3zno9yS88T+isWR0+X9Gy2vXrybzwIlRHw0qgNiaGAZ9/hj4xsRtn1vUqrU6W7iquL2YUaFW/OQNjzcxK9xYymjQgCpNe693n+fvvFD7+OM7MrIDXBU+aRPxdd2IaPvyA5p5fWcu/v97Mgq2BbwhdOLk/tx87lNAAN4SEEEII0ToJQEWPpDobr3KW4Squbf2iOppQPaZ0b09O05AINMGtf1G0rl5N3m2348zL8ztmnjGdpIcfRhcTs1/voTmq6l0teuC7LfyVUeZ3XKdRuHbWIK6dPRiTPnBqYtmHH1L44EM+Y4peT8qLL0jD+G5U+d135N12u8+YacQI+n/4wQFVXu3NVFVlS36VNxjdXszqrPKARXwCCdJrOTmkhtNXfk7YtvUBz9GnphJ/+22EzJlzQDeKPB6VD//K4rGftmEJcENocFwIj54+molpgW8ICSGEEKJtJAAVPYartBbbjvKGVU5nG1c5NXWrnEMjMaVHoU80t6tirbu6moIHHqTqu+/8jmmjokh8+L/tXlmssjlZvrOkfkWooMoW8Lxx/SJ49IzRDEsIa/a5JPjs2YqeeprSN97wGQs99liSn3laitQAlbVOltftHV28o5jCqsCroxG2ai7a+jPHZP6FBv/fRUpICLHXXkvkBeejMRxYwbBdRdXc+eVGVmWW+x3TaxWunTWYa2cP2u+9qkIIIYTwJwGo6Daq0419T90q545yXCX7s8pp8AacQyMxDY5EE6TrsHlVfvcdBfc/gMfi3+cv8rzziLv9NjSmlouOqKrK1vxqFu3bE5dZjquFVZ9gg5bbjhnKRVPS0LYQPJe9/wGF//2vz5hiMHiDzxkzWnlnoiuoHg85112PZeFCn/GYf15P7HXXddOseiZVVdlWUM2i7cUs2l7E6sxyFKeTU/Ys5dztCwh2+QenbhR+GjCZz0Ydx4jh/esr6w5oR/sTh8vDq4t38+Lvu3C4/W94jU+N4LEzxpAeH9qu9yeEEEIIfxKAii7lKqnFtr0M245y7Hsq92+Vs38YpqHe1Fp9orlTV5McOTnk3X4HtWvW+B0zDBpE8pNP+O01q6x1smxnw8pOURv3vc0aGstDp44iJbL54isAZe+9T+HDD/uMKQYDKS+9SMj06W16LdE13JYaMs89F/vOnT7jyc89R9gxR3fTrHo2VVUp+uEnCh9/En1RfsBz1sSm8/rok8gM899T2z86uL6y7uSB0QQZWl6tXJ1Zzl1fbWBHof+NJrNBy+3HDuOCyf1bvCEkhBBCiP0nAajoVB7HvlVOb9DpLg2cehqINszgDTiHRmIcHIHG1HGrnG2hulyUvP46JS+9DG7f1i6KXk/MTTdRcNSpLN5VyqLtRazJqmjz3jaTXsPUQTGcNSGFY0cltBpMl733HoUPP+I7B4OBlJdeImT6tP17Y6JLOHJyyDjrbNzlDWmdSlAQaR9+gGnEiG6cWc9Tu3kzRY88irWZz/+SyAReHn4CK2OHQRtuPBl0Gg4bEMWsod5iRgNjGm5YWewunvxlO++uzCDQr7gjhsXx0KmjSOqgXqVCCCGE8CUBqOhwzmJrfVqtfU8luNq6yqlgTKvbyzk0Cl18cI/YM1e7bh25t92OM9u/F+Ca2CE8dcg5lAWFt/o8g2LNzBoax8z0huqebVH27rsUPvKoz5hiNHqDz2mHt+1NiG5h/ftvMi+9DFwNRW10iYkM+OzTA2oT0lc4i4oofvY5KufPJ1A0qAkPJ/a6a4k891xqPAordpWwaIe3mFFuRdtT9vtFBTErPY70hFBeWbiLvEr/G2HRZgP/OXkkJ45J7BGfO0IIIURfJQGo6BCuChvWdcVY1xbhKmx7X05tuLF+L6dxcAQaY9eucrbG41HZlFfJ0vWZRLz5AodsXe53TqUhmOfGnc3KpFE+4/vT37A5pfPmUfToYz5jitFIyssvEXK4BJ+9Qfnnn1Pw7//zGQsaO5bU995FYzR206y6l8dmo2zePEpefwPVGuDzQqsl8txzibnuWnSRkX6HVVVlV5HFu3d0RxF/7y0PuIezrc6ckMI9xw8n0nxgxYyEEEII0ToJQEW7eaxOrBtLsK4twpFR1baLtArGAeH1fTl1cT1jlbOx8hoHS3Z6V1mW7CymxNLQ13F67jr+ue5LQp3+qy8/pk3m99nnMnVUCrOGxjExLfKAqmaWvjOPosf8g89+r7yMeerUdj+v6HoFDz9M+Xvv+4yFn3IKiY8+0uN+/juTqqpU/fgjRU89hSsv8D5P88wZxN9+O8ZBg9r8vDV2Fyt3l9YX/copb9vqaL+oIB45bQzThnRMiyUhhBBCtE4CULFfVKeb2q1lWNcWYdtRDu7Wf0a0Ecb6tFrjoAg0xp7VysDjUdmQW1lfPGh9dgUtbeWMsVZw2+qPGFO6x++YIS2NpCefJGjUyAOaU+nb71D0+OM+YxJ89l6qy0X21XOpWe67gh53221EX35ZN82qa9Vu2EDhI49Su3ZtwOOGwYOIv+POA97TrKoqu4tr6v89/7m3DEeTbQAaBa6cPpB/HZnearEiIYQQQnQsCUBFq1SPin13Bda1RdRuLkW1u1u+QAPGgRENezljg3rcKk+pxc7Suoq1S3aWUFbjaP2iOkPjQ5k1JIqjN/1G8Adv+uzvA0CnI/bGG4i+7DIU7f5/uS19622KnnjCZ0wxmbzB55Qp+/18omdwV1WRcfY/cGRkNAwqCimvvNzu/rK9gbOggOJnnqHym28DHtdGRBBzwz+JPPtsFF3Hp+BbHS7+2FPKou3FrM4sJzbUyC1HDWV0Suv7toUQQgjR8SQAFQGpqooz14J1bRHWDcV4qp2tXmPoF0rwuFiCxsaiDelZe6ncHpX1ORUs2l7M4u1FbMitDFgBM5AQo45pg2OYOTSWmemxPtUxazdtJu/WW32DijrBkyaR9Nij6BP9W0Y0p/Sttyh64kmfMcVkot+rr2CePLnNzyN6JvvevWT84xw8VQ0p6xqzmbRPPsY4ZEg3zqzjeWprKX3rbUrffBPVFqD6tU5H1AUXEHPNXLThEgwKIYQQBwsJQIUPV2mtN+hcX4yruPV9VLqYIILHxRI8Lg5dTM9qW1BisbNkRzGLthezdGcx5dbWg+h9hiWE1rdwmNA/Er1W0+y5HquVwkcfo+Kzz/yOacLCSHzgfsKOPbbV1yx9802KnnzKZ0yCz77Hsnw52Vdd7dPaR9+vH2mffRqw4E5vo3o8VH3/PUVPP4OroCDgOSFHHEHcbbdiHDCgi2cnhBBCiO4mAajAbXFQu74Y67piHNnVrZ6vCdUTPCaW4PFx6JNDekx6rdujsi673FsZc3sxG3Mr23xtqEnH9CExzEqPY0Z6LAnhpv1+/eoFC8i/99+4Kyr8joWfdhrx99yDNsQc8NqSN96g+Kmnfca8weermCcftt9zET1b2fsfUPjf//qMBU+aROpbb6Lo9d00qwNnXbuWwkcexbZhQ8DjxvR04u+6U1LJhRBCiIOYBKAHKY/djW1LKTVri7DvKodWOhgoRi1BI6MJHh+HcVAEiqZnBJ1F1TYWby9m8Y5ilu4sobK27aucIxLDmDU0lllD4xifGtHiKmdbOQuLyL/rLmpWrPA7pu/Xj+QnHido3Dif8ZLX36D46SbBZ1CQN/g8bNIBz0n0PKqqUvB/91Hx+ec+4xH/+AcJ/7mvx9zUaStnbi5FTz1N1Y8/BjyujYoi9sYbiTjzjHbtixZCCCFE3yEB6EFEdXuw7azAuq4I2+ZSVGcrUadWwZQeSfD4OIKGR6Hou/+Lo8vtYW12BYu2e9stbM5rY/sXIMykY3p6LLPSvXs548L2f5WzLVSPh7L33qP4qadRnU0CYq2WmOuuJeaqq1B0OkpefY3iZ5/1OUUJCqLfa69iniTBZ1+mOhxkXXY51iafefH/vpeo88/vplntH09NDSVvvEHZO/NQ7Xa/44peT9TFFxF99dVoQ0O7YYZCCCGE6GkkAO3jVFXFkVWNdV0RtRuK8dS4Wr3GkBbmDTpHxaA1d386YGGVd5Vz0Y4ilu4sodrW+nvYZ3RyODPTY5k1NJZx/SLQdcAqZ1vZtm4l99bbcOze7Xcs6JBDCD5kPKVvvuUzLsHnwcVVXk7GmWfhzM1tGNRqSX3zjR6dpqp6PFR+/Q3FzzyDq7g44DmhRx1F3G23YkhN7eLZCSGEEKInkwC0j3IWWbGuK8K6rhh3WYAKlE3o4oMJHh9H8NhYdJGdszLYVk63hzWZ5SyqKyC0Nb/tq5wRwXqmD/Gucs5IjyU21NiJM22dp7aWoieepPyjj1o9VwkOJvW1Vwk+9NAumJnoKWw7dpB5zrl4rNb6MU14OAM+/QRDWlr3TawZ1r//9u7z3LIl4HHjiOHE33mn3EQRQgghREASgPYh7io71rpiQs5cS6vna8MNBI2LI3hcHIbEwMVxukp+Za13lXN7Mct3lVBtb9sqp6LAmORwZg6NY2a6d5VT20P2pzZWvXAh+ffci7usLOBxJTiY1NdfI3hiwH+Loo+r/n0hOdddR+PeQIYBA0j79BO0YWHdOLMGjpwcip54kupffgl4XBsbQ9y//kX4qafKPk8hhBBCNEsC0F7OY3NRu6kE67pi7LsroJX/ZIpJR/DoGILGxWIcEN5txYQcLg+rMstYvKOYxduL2VbQevXdfSKD9cyoS6udMSSW6JDuXeVsK1dJCXl3303NkqU+45rgYPq98TrBEyZ008xETxCoErJ5+nT6vfpKtwZ0bouF0tdeo2zeu/57mgHFYCDq0kuJvvLKZqs8CyGEEELsIwFoL6S6PNi2l2FdV0zt1lJwtfLfSacQNCyK4HFxmIZFoei6bh9kY3kVtXUtUopYsbsUy36sco5NiaivWDs6ObxHrnK2haqqlH/4EUWPP47qcKAJDaXfq69I8ClQVZW8O+6g6tvvfMajLrmE+Dvv6Pr5uN1UfPUVxc8+h7u0NOA5YccfR+zNt2BISe7i2QkhhBCit5IAtJdQPSqOjEqs64qxbixBrW0leFPAODCc4HFxBI2OQWPSdc1EG7G73KzKKK+vWLuzqPW04H2izYb6Vc7pQ2KJMhs6caZdz1lURO369QSPH48uJqa7pyN6CI/dTuZFF2Fb79tHM/G/DxFxxhldNo+aP/6k8NFHsW/bFvC4afRo4u+6k+BDDumyOQkhhBCib5AAtIdz5Nd4K9iuK8Zd6d/moCl9kpngcd5iQtrwrktNVVWVEouDzNIathZUs3h7MSt2l2B1uNt0vUaBcf0imDU0jllDYxmVFI6ml65yCnEgnEVFZJx1Nq7CwoZBvZ7+897p9JVyR2YmhU88gWXBbwGP6+LiiLvlZsJOOglF0z2ZFEIIIYTo3VoKQLt+yUwA4KqweVc61xbhKrS2er42ykTw2FiCx8ehjwvutHmpqkqxxU5GiZWM0hoyS2sa/dna5pTafWJCjMxMj2Xm0FhmDIkhIrhvrXIK0R76uDhSXnqJzAsuQLXVVbB2Osn55w0M+Pwz9Mkdn+7qrqqi5JVXKfvgAwi0z9NkIvryy4m+/DI0wZ33GSOEEEKIg5sEoF3IY3Vi3ViCdW0RjozW245ognUEjfEGnYbUUBSlY1YLVVWluNrO3hJvULm3UaCZWVpDTRtXNAPOWYFDUiPr93KOSAyTVU4hAggaNZKkRx8h91831Y+5y8rIvvY60j76EI25Y4r9qC4XFZ9/TvHzL+AuLw94TthJJxF3803oExM75DWFEEIIIZojAWgnU51uareWYV1bhG1HObhbTnlW9BpMI6IJHh+HaUgEirZ9KXCqqlJUH2TWsLcuuMwo9f5/W9Nm2yIu1LvKOWtoHNMGxxAerO+w5xaiLws79ljs1+6k5OWX68fs27eTe8cdpDz//AGnwFqWL6fo0Uex79wV8HjQ2LHE330XQWPHHtDrCCGEEEK0lQSgnUD1qNh3V3gr2G4qQbW3EuxpwDg4kuDxcQSNiEZjbFs7Bo+nSZBZWkNmo3TZWmfHBZn7BBu0pEWbSYsJZmRSOLOGxjIiMazDVmeFONjEXH8d9l27qP711/oxy4LfKH7+eeL+9a92Pad9z16KHn8cy6JFAY/rEhOJu+UWwk44Xv7tCiGEEKJLSQDaQVRVxZlr8e7rXF+Mp9rR6jWGfqEEj4slaEws2tDAeyM9HpWCKlt9UJlRUkPGvnTZshpsTk9HvxXMBi1pMeb6QLN/tJkBMWb6RwcTG2KUL6xCdCBFoyHp0UfIyM7GvnVr/Xjpq69hHDyE8BNPaPNzuSsqKH75Zco/+hhc/vu1laAgYq66kqhLLkETFNQh8xdCCCGE2B8SgB4gV2mtN+hcV4SruLbV83UxQQSPiyV4XBy6GO8XQI9HJbeilsySulXMRoFmZqkVu6vjg8wQo64huIz2BpfeINNMTIhBgkwhupAmOJh+L73I3rP/gbukpH48/557MPRPJWj06BavV51Oyj/5lJIXX8RdWRnwnPBTTyX2ppvQx8d16NyFEEIIIfaHtGFpB7fFQe2GEqzrinBkVbd6viZET9DYWGoGhZGph72lDfsxM0pqyCyz4uiEIDPUqCMtxje4HFAXdEabJcgUoqexrl1L1kUXozaqUquLjSXtiy+aDRwtS5ZQ+OhjOPbsCXg8aMIE4u+8k6DRozplzkIIIYQQTUkf0A7gcbixbS7Fuq4I285yaCVedOkUMqIMrDR6WGizk1HeSUGmSceAfemy0d7g0ps+G0yUBJlC9DoV878m/667fMZMo0fT//330JhM9WP2nTspfOxxapYtC/g8+uRk4m67jdBjjpbPASGEEEJ0KekD2k6q24NtZ4U36NxcitrKfksXKn/g4lecLHe5sBd1zDzC9gWZdauYadHB9Xs0I4P18uVSiD4k4rRTse/aSdlbb9eP2TZuJP+ee0l68gncFRWUvPAC5Z9+Bm7/QmOa4GCi584l6uKL0BiNXTl1IYQQQohWSQDahKqq1GZUUvpXAZ6tZWhtrVeSXV8XdC7ERRXtW1GOCNbX7cf0LfqTFm0m0hy4QJEQom+Ku/lmHLt2Y1m8uH6s6ocfUB12av74E091gNR/RSHizDOIveEGdLGxXThbIYQQQoi2kwC0zpbNRaz5cRfDy13EexQUoKVmKHtw8ytOFuCkoI1BZ+S+ILPJvsy06GAigiXIFEJ4KVotSU89ScY55+DYtbt+vPp/CwKeHzxpEvF33Ylp+PCumqIQQgghRLtIAFpHu7eKWaVuoPl01kI8LMDJ/3Cyq5lNoFFmgze4jK4LLmOC6/ZnmgkP1nfS7IUQfY02JIR+L79MxllnN1vZVp+aSvzttxEyZ46k4gshhBCiV5AAtE7coYlULctD2yQArUZlYV3QuQ43KhBtNjChUYrsvqI//aPNhAdJkCmE6BiG1FSSn3uOrCuu8OnrqQkJIebaa4m84Hw0BsmeEEIIIUTvIQFonch4M8s0HsZ7tNhRWa31sDVKT02ymdQ4M5fVrWL2jwkmzCRBphCia5gnH0bSo4+Sf++94PEQftppxN54A7qoqO6emhBCCCHEfpMAtJHEo9KwulQSJiZwdmRQd09HCCEACD/xBMKOPgrV7UYTJJ9NQgghhOi9JABtZOLstO6eghBCBKQYDC3sUBdCCCGE6B003T0BIYQQQgghhBAHBwlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CV1HPImiKHrgSWAHkKCq6r874nmFEEIIIYQQQvQdHbUCejkQoarqS8BMRVGO7KDnFUIIIYQQQgjRR3RUAHoUUFD35wLgmMYHFUW5SlGUVYqirCouLu6glxRCCCGEEEII0Zt0VACq1P0v4POqqvq6qqoTVVWdGBsb20EvKYQQQgghhBCiN+moAHQBkFL35/i6x0IIIYQQQgghRL2OCkDfACoURbkeWKaq6k8d9LxCCCGEEEIIIfqIDqmCq6qqE7i2I55LCCGEEEIIIUTfJH1AhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CQlAhRBCCCGEEEJ0CUVV1a59QUUpBjK79EX3XwxQ0t2TEH2C/CyJjiQ/T6Ijyc+T6CjysyQ6kvw89Q39VVWNDXSgywPQ3kBRlFWqqk7s7nmI3k9+lkRHkp8n0ZHk50l0FPlZEh1Jfp76PknBFUIIIYQQQgjRJSQAFUIIIYQQQgjRJSQADez17p6A6DPkZ0l0JPl5Eh1Jfp5ER5GfJdGR5Oepj5M9oEIIIYQQQgghuoSsgAohhBBCCCGE6BISgAohhBBCCCGE6BISgAohhBAHIUVRLlIU5ezunocQQoiDiwSgjSiKolcU5TlFUa5TFOXB7p6P6L0URQlVFOV9RVG2K4ryvaIoxu6ek+j9FEWZrCjK9909D9H7KYryEqBXVfWz7p6L6L0URemnKMoriqLMVRTlBUVRlO6ek+idFEWZoyjKkro/j1QU5XlFUZ5QFGVad89NdDwJQH1dDkSoqvoSMFNRlCO7e0Ki15oOXAOMAQ4HRnTvdERvpyjKaLw/UyHdPRfRuymKMgWYpqrqW909F9HrnQ1sU1X1VSAOiOje6YjeSFGUYYAWSK0beguYD7wCfKAoira75iY6hwSgvo4CCur+XAAc041zEb2Yqqo/qqpqAaKADcDGbp6S6MUURUkHBgALu3suok84FVioKMq5iqLcpyiKobsnJHqtz4ApiqJMBj5XVbW8uyckeh9VVbcBO8CbQQYchvd7eAHQHxjWfbMTnUECUF9K3f/2kb8f0W6KokQA5wMnqarq6ubpiN7tTuAy4AZglKIoV3bzfETvFg5Uqar6MTAFuLib5yN6rxC8q1SZwH2Kogzu5vmI3k9p8v8g38f7HPkP6msBkFL35/i6x0LsN0VRzMBxwLNAsKIoV3TvjERvpqrqZaqqngo8D2xSVfWNbp6S6N224P0dB1ANeLpxLqJ3uwYIUVU1H9gMjOrm+YheTlXVKuBvvN/H44EcYFu3Tkp0OAlAfb0BVCiKcj2wTFXVn7p7QqLXugH4CHAC+YC9e6cjhBD13sF7Y+xywAJ80M3zEb3XPOAMRVHOAQqBH7t3OqI3qtsGcDoQoSjKTODSusfXAheqqurszvmJjqeoqtrdcxBCCCGEEEIIcRCQFVAhhBBCCCGEEF1CAlAhhBBCCCGEEF1CAlAhhBBCCCGEEF1CAlAhhBBCCCGEEF1CAlAhhBBCCCGEEF1CAlAhhBBCCCGEEF1CAlAhhBBCCCGEEF3i/wE/JQNH4aXnJwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1152x864 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "plt.rcParams['figure.figsize'] = (16, 12)\n",
    "%matplotlib inline \n",
    "# 设置matplotlib正常显示中文和负号\n",
    "plt.rcParams['font.sans-serif']=['SimHei']   # 用黑体显示中文\n",
    "# plt.rcParams['font.sans-serif']=['Songti SC']   # Mac\n",
    "plt.rcParams['axes.unicode_minus']=False     # 正常显示负号\n",
    "plt.rcParams['figure.figsize'] = (16, 12) # 设置figure_size尺寸\n",
    "\n",
    "for team in gold:\n",
    "    plt.plot(gold[team], linewidth=4, label=team)\n",
    "plt.legend(prop=font)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<script>\n",
       "    require.config({\n",
       "        paths: {\n",
       "            'echarts':'https://assets.pyecharts.org/assets/v5/echarts.min'\n",
       "        }\n",
       "    });\n",
       "</script>\n",
       "\n",
       "        <div id=\"711f39684c0c418aa3800217fad2105f\" style=\"width:900px; height:500px;\"></div>\n",
       "\n",
       "<script>\n",
       "        require(['echarts'], function(echarts) {\n",
       "                var chart_711f39684c0c418aa3800217fad2105f = echarts.init(\n",
       "                    document.getElementById('711f39684c0c418aa3800217fad2105f'), 'white', {renderer: 'canvas'});\n",
       "                var option_711f39684c0c418aa3800217fad2105f = {\n",
       "    \"animation\": true,\n",
       "    \"animationThreshold\": 2000,\n",
       "    \"animationDuration\": 1000,\n",
       "    \"animationEasing\": \"cubicOut\",\n",
       "    \"animationDelay\": 0,\n",
       "    \"animationDurationUpdate\": 300,\n",
       "    \"animationEasingUpdate\": \"cubicOut\",\n",
       "    \"animationDelayUpdate\": 0,\n",
       "    \"aria\": {\n",
       "        \"enabled\": false\n",
       "    },\n",
       "    \"color\": [\n",
       "        \"#5470c6\",\n",
       "        \"#91cc75\",\n",
       "        \"#fac858\",\n",
       "        \"#ee6666\",\n",
       "        \"#73c0de\",\n",
       "        \"#3ba272\",\n",
       "        \"#fc8452\",\n",
       "        \"#9a60b4\",\n",
       "        \"#ea7ccc\"\n",
       "    ],\n",
       "    \"series\": [\n",
       "        {\n",
       "            \"type\": \"line\",\n",
       "            \"name\": \"\\u6c5f\\u82cf\",\n",
       "            \"connectNulls\": false,\n",
       "            \"xAxisIndex\": 0,\n",
       "            \"symbolSize\": 4,\n",
       "            \"showSymbol\": true,\n",
       "            \"smooth\": false,\n",
       "            \"clip\": true,\n",
       "            \"step\": false,\n",
       "            \"data\": [\n",
       "                [\n",
       "                    1,\n",
       "                    4.0\n",
       "                ],\n",
       "                [\n",
       "                    2,\n",
       "                    6.0\n",
       "                ],\n",
       "                [\n",
       "                    3,\n",
       "                    10.0\n",
       "                ],\n",
       "                [\n",
       "                    4,\n",
       "                    19.0\n",
       "                ],\n",
       "                [\n",
       "                    5,\n",
       "                    13.0\n",
       "                ],\n",
       "                [\n",
       "                    6,\n",
       "                    9.0\n",
       "                ],\n",
       "                [\n",
       "                    7,\n",
       "                    18.0\n",
       "                ],\n",
       "                [\n",
       "                    8,\n",
       "                    23.0\n",
       "                ],\n",
       "                [\n",
       "                    9,\n",
       "                    24.5\n",
       "                ],\n",
       "                [\n",
       "                    10,\n",
       "                    56.0\n",
       "                ],\n",
       "                [\n",
       "                    11,\n",
       "                    48.5\n",
       "                ],\n",
       "                [\n",
       "                    12,\n",
       "                    45.0\n",
       "                ]\n",
       "            ],\n",
       "            \"hoverAnimation\": true,\n",
       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"margin\": 8\n",
       "            },\n",
       "            \"logBase\": 10,\n",
       "            \"seriesLayoutBy\": \"column\",\n",
       "            \"lineStyle\": {\n",
       "                \"show\": true,\n",
       "                \"width\": 1,\n",
       "                \"opacity\": 1,\n",
       "                \"curveness\": 0,\n",
       "                \"type\": \"solid\"\n",
       "            },\n",
       "            \"areaStyle\": {\n",
       "                \"opacity\": 0\n",
       "            },\n",
       "            \"zlevel\": 0,\n",
       "            \"z\": 0\n",
       "        },\n",
       "        {\n",
       "            \"type\": \"line\",\n",
       "            \"name\": \"\\u4e0a\\u6d77\",\n",
       "            \"connectNulls\": false,\n",
       "            \"xAxisIndex\": 0,\n",
       "            \"symbolSize\": 4,\n",
       "            \"showSymbol\": true,\n",
       "            \"smooth\": false,\n",
       "            \"clip\": true,\n",
       "            \"step\": false,\n",
       "            \"data\": [\n",
       "                [\n",
       "                    1,\n",
       "                    46.0\n",
       "                ],\n",
       "                [\n",
       "                    2,\n",
       "                    38.0\n",
       "                ],\n",
       "                [\n",
       "                    3,\n",
       "                    19.0\n",
       "                ],\n",
       "                [\n",
       "                    4,\n",
       "                    36.0\n",
       "                ],\n",
       "                [\n",
       "                    5,\n",
       "                    33.0\n",
       "                ],\n",
       "                [\n",
       "                    6,\n",
       "                    32.0\n",
       "                ],\n",
       "                [\n",
       "                    7,\n",
       "                    26.0\n",
       "                ],\n",
       "                [\n",
       "                    8,\n",
       "                    42.0\n",
       "                ],\n",
       "                [\n",
       "                    9,\n",
       "                    29.5\n",
       "                ],\n",
       "                [\n",
       "                    10,\n",
       "                    26.0\n",
       "                ],\n",
       "                [\n",
       "                    11,\n",
       "                    41.0\n",
       "                ],\n",
       "                [\n",
       "                    12,\n",
       "                    45.0\n",
       "                ]\n",
       "            ],\n",
       "            \"hoverAnimation\": true,\n",
       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"margin\": 8\n",
       "            },\n",
       "            \"logBase\": 10,\n",
       "            \"seriesLayoutBy\": \"column\",\n",
       "            \"lineStyle\": {\n",
       "                \"show\": true,\n",
       "                \"width\": 1,\n",
       "                \"opacity\": 1,\n",
       "                \"curveness\": 0,\n",
       "                \"type\": \"solid\"\n",
       "            },\n",
       "            \"areaStyle\": {\n",
       "                \"opacity\": 0\n",
       "            },\n",
       "            \"zlevel\": 0,\n",
       "            \"z\": 0\n",
       "        },\n",
       "        {\n",
       "            \"type\": \"line\",\n",
       "            \"name\": \"\\u5e7f\\u4e1c\",\n",
       "            \"connectNulls\": false,\n",
       "            \"xAxisIndex\": 0,\n",
       "            \"symbolSize\": 4,\n",
       "            \"showSymbol\": true,\n",
       "            \"smooth\": false,\n",
       "            \"clip\": true,\n",
       "            \"step\": false,\n",
       "            \"data\": [\n",
       "                [\n",
       "                    1,\n",
       "                    31.0\n",
       "                ],\n",
       "                [\n",
       "                    2,\n",
       "                    23.0\n",
       "                ],\n",
       "                [\n",
       "                    3,\n",
       "                    38.0\n",
       "                ],\n",
       "                [\n",
       "                    4,\n",
       "                    44.0\n",
       "                ],\n",
       "                [\n",
       "                    5,\n",
       "                    36.0\n",
       "                ],\n",
       "                [\n",
       "                    6,\n",
       "                    54.0\n",
       "                ],\n",
       "                [\n",
       "                    7,\n",
       "                    29.0\n",
       "                ],\n",
       "                [\n",
       "                    8,\n",
       "                    24.5\n",
       "                ],\n",
       "                [\n",
       "                    9,\n",
       "                    69.5\n",
       "                ],\n",
       "                [\n",
       "                    10,\n",
       "                    46.0\n",
       "                ],\n",
       "                [\n",
       "                    11,\n",
       "                    45.0\n",
       "                ],\n",
       "                [\n",
       "                    12,\n",
       "                    50.5\n",
       "                ]\n",
       "            ],\n",
       "            \"hoverAnimation\": true,\n",
       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"margin\": 8\n",
       "            },\n",
       "            \"logBase\": 10,\n",
       "            \"seriesLayoutBy\": \"column\",\n",
       "            \"lineStyle\": {\n",
       "                \"show\": true,\n",
       "                \"width\": 1,\n",
       "                \"opacity\": 1,\n",
       "                \"curveness\": 0,\n",
       "                \"type\": \"solid\"\n",
       "            },\n",
       "            \"areaStyle\": {\n",
       "                \"opacity\": 0\n",
       "            },\n",
       "            \"zlevel\": 0,\n",
       "            \"z\": 0\n",
       "        },\n",
       "        {\n",
       "            \"type\": \"line\",\n",
       "            \"name\": \"\\u5c71\\u4e1c\",\n",
       "            \"connectNulls\": false,\n",
       "            \"xAxisIndex\": 0,\n",
       "            \"symbolSize\": 4,\n",
       "            \"showSymbol\": true,\n",
       "            \"smooth\": false,\n",
       "            \"clip\": true,\n",
       "            \"step\": false,\n",
       "            \"data\": [\n",
       "                [\n",
       "                    1,\n",
       "                    21.0\n",
       "                ],\n",
       "                [\n",
       "                    2,\n",
       "                    17.0\n",
       "                ],\n",
       "                [\n",
       "                    3,\n",
       "                    7.0\n",
       "                ],\n",
       "                [\n",
       "                    4,\n",
       "                    21.0\n",
       "                ],\n",
       "                [\n",
       "                    5,\n",
       "                    4.0\n",
       "                ],\n",
       "                [\n",
       "                    6,\n",
       "                    12.0\n",
       "                ],\n",
       "                [\n",
       "                    7,\n",
       "                    12.0\n",
       "                ],\n",
       "                [\n",
       "                    8,\n",
       "                    25.0\n",
       "                ],\n",
       "                [\n",
       "                    9,\n",
       "                    22.0\n",
       "                ],\n",
       "                [\n",
       "                    10,\n",
       "                    42.0\n",
       "                ],\n",
       "                [\n",
       "                    11,\n",
       "                    63.0\n",
       "                ],\n",
       "                [\n",
       "                    12,\n",
       "                    65.0\n",
       "                ]\n",
       "            ],\n",
       "            \"hoverAnimation\": true,\n",
       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"margin\": 8\n",
       "            },\n",
       "            \"logBase\": 10,\n",
       "            \"seriesLayoutBy\": \"column\",\n",
       "            \"lineStyle\": {\n",
       "                \"show\": true,\n",
       "                \"width\": 1,\n",
       "                \"opacity\": 1,\n",
       "                \"curveness\": 0,\n",
       "                \"type\": \"solid\"\n",
       "            },\n",
       "            \"areaStyle\": {\n",
       "                \"opacity\": 0\n",
       "            },\n",
       "            \"zlevel\": 0,\n",
       "            \"z\": 0\n",
       "        },\n",
       "        {\n",
       "            \"type\": \"line\",\n",
       "            \"name\": \"\\u5317\\u4eac\",\n",
       "            \"connectNulls\": false,\n",
       "            \"xAxisIndex\": 0,\n",
       "            \"symbolSize\": 4,\n",
       "            \"showSymbol\": true,\n",
       "            \"smooth\": false,\n",
       "            \"clip\": true,\n",
       "            \"step\": false,\n",
       "            \"data\": [\n",
       "                [\n",
       "                    1,\n",
       "                    42.0\n",
       "                ],\n",
       "                [\n",
       "                    2,\n",
       "                    30.0\n",
       "                ],\n",
       "                [\n",
       "                    3,\n",
       "                    36.0\n",
       "                ],\n",
       "                [\n",
       "                    4,\n",
       "                    44.0\n",
       "                ],\n",
       "                [\n",
       "                    5,\n",
       "                    17.0\n",
       "                ],\n",
       "                [\n",
       "                    6,\n",
       "                    17.0\n",
       "                ],\n",
       "                [\n",
       "                    7,\n",
       "                    21.0\n",
       "                ],\n",
       "                [\n",
       "                    8,\n",
       "                    20.0\n",
       "                ],\n",
       "                [\n",
       "                    9,\n",
       "                    23.0\n",
       "                ],\n",
       "                [\n",
       "                    10,\n",
       "                    32.0\n",
       "                ],\n",
       "                [\n",
       "                    11,\n",
       "                    30.0\n",
       "                ],\n",
       "                [\n",
       "                    12,\n",
       "                    33.0\n",
       "                ]\n",
       "            ],\n",
       "            \"hoverAnimation\": true,\n",
       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"margin\": 8\n",
       "            },\n",
       "            \"logBase\": 10,\n",
       "            \"seriesLayoutBy\": \"column\",\n",
       "            \"lineStyle\": {\n",
       "                \"show\": true,\n",
       "                \"width\": 1,\n",
       "                \"opacity\": 1,\n",
       "                \"curveness\": 0,\n",
       "                \"type\": \"solid\"\n",
       "            },\n",
       "            \"areaStyle\": {\n",
       "                \"opacity\": 0\n",
       "            },\n",
       "            \"zlevel\": 0,\n",
       "            \"z\": 0\n",
       "        },\n",
       "        {\n",
       "            \"type\": \"line\",\n",
       "            \"name\": \"\\u89e3\\u653e\\u519b\",\n",
       "            \"connectNulls\": false,\n",
       "            \"xAxisIndex\": 0,\n",
       "            \"symbolSize\": 4,\n",
       "            \"showSymbol\": true,\n",
       "            \"smooth\": false,\n",
       "            \"clip\": true,\n",
       "            \"step\": false,\n",
       "            \"data\": [\n",
       "                [\n",
       "                    1,\n",
       "                    117.0\n",
       "                ],\n",
       "                [\n",
       "                    2,\n",
       "                    72.0\n",
       "                ],\n",
       "                [\n",
       "                    3,\n",
       "                    19.0\n",
       "                ],\n",
       "                [\n",
       "                    4,\n",
       "                    50.0\n",
       "                ],\n",
       "                [\n",
       "                    5,\n",
       "                    16.0\n",
       "                ],\n",
       "                [\n",
       "                    6,\n",
       "                    13.0\n",
       "                ],\n",
       "                [\n",
       "                    7,\n",
       "                    14.0\n",
       "                ],\n",
       "                [\n",
       "                    8,\n",
       "                    24.5\n",
       "                ],\n",
       "                [\n",
       "                    9,\n",
       "                    33.0\n",
       "                ],\n",
       "                [\n",
       "                    10,\n",
       "                    44.0\n",
       "                ],\n",
       "                [\n",
       "                    11,\n",
       "                    49.0\n",
       "                ],\n",
       "                [\n",
       "                    12,\n",
       "                    45.0\n",
       "                ]\n",
       "            ],\n",
       "            \"hoverAnimation\": true,\n",
       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"margin\": 8\n",
       "            },\n",
       "            \"logBase\": 10,\n",
       "            \"seriesLayoutBy\": \"column\",\n",
       "            \"lineStyle\": {\n",
       "                \"show\": true,\n",
       "                \"width\": 1,\n",
       "                \"opacity\": 1,\n",
       "                \"curveness\": 0,\n",
       "                \"type\": \"solid\"\n",
       "            },\n",
       "            \"areaStyle\": {\n",
       "                \"opacity\": 0\n",
       "            },\n",
       "            \"zlevel\": 0,\n",
       "            \"z\": 0\n",
       "        },\n",
       "        {\n",
       "            \"type\": \"line\",\n",
       "            \"name\": \"\\u8fbd\\u5b81\",\n",
       "            \"connectNulls\": false,\n",
       "            \"xAxisIndex\": 0,\n",
       "            \"symbolSize\": 4,\n",
       "            \"showSymbol\": true,\n",
       "            \"smooth\": false,\n",
       "            \"clip\": true,\n",
       "            \"step\": false,\n",
       "            \"data\": [\n",
       "                [\n",
       "                    1,\n",
       "                    4.0\n",
       "                ],\n",
       "                [\n",
       "                    2,\n",
       "                    9.0\n",
       "                ],\n",
       "                [\n",
       "                    3,\n",
       "                    13.0\n",
       "                ],\n",
       "                [\n",
       "                    4,\n",
       "                    28.0\n",
       "                ],\n",
       "                [\n",
       "                    5,\n",
       "                    22.0\n",
       "                ],\n",
       "                [\n",
       "                    6,\n",
       "                    32.5\n",
       "                ],\n",
       "                [\n",
       "                    7,\n",
       "                    44.0\n",
       "                ],\n",
       "                [\n",
       "                    8,\n",
       "                    39.5\n",
       "                ],\n",
       "                [\n",
       "                    9,\n",
       "                    41.0\n",
       "                ],\n",
       "                [\n",
       "                    10,\n",
       "                    31.0\n",
       "                ],\n",
       "                [\n",
       "                    11,\n",
       "                    48.0\n",
       "                ],\n",
       "                [\n",
       "                    12,\n",
       "                    56.0\n",
       "                ]\n",
       "            ],\n",
       "            \"hoverAnimation\": true,\n",
       "            \"label\": {\n",
       "                \"show\": true,\n",
       "                \"margin\": 8\n",
       "            },\n",
       "            \"logBase\": 10,\n",
       "            \"seriesLayoutBy\": \"column\",\n",
       "            \"lineStyle\": {\n",
       "                \"show\": true,\n",
       "                \"width\": 1,\n",
       "                \"opacity\": 1,\n",
       "                \"curveness\": 0,\n",
       "                \"type\": \"solid\"\n",
       "            },\n",
       "            \"areaStyle\": {\n",
       "                \"opacity\": 0\n",
       "            },\n",
       "            \"zlevel\": 0,\n",
       "            \"z\": 0\n",
       "        }\n",
       "    ],\n",
       "    \"legend\": [\n",
       "        {\n",
       "            \"data\": [\n",
       "                \"\\u6c5f\\u82cf\",\n",
       "                \"\\u4e0a\\u6d77\",\n",
       "                \"\\u5e7f\\u4e1c\",\n",
       "                \"\\u5c71\\u4e1c\",\n",
       "                \"\\u5317\\u4eac\",\n",
       "                \"\\u89e3\\u653e\\u519b\",\n",
       "                \"\\u8fbd\\u5b81\"\n",
       "            ],\n",
       "            \"selected\": {}\n",
       "        }\n",
       "    ],\n",
       "    \"tooltip\": {\n",
       "        \"show\": true,\n",
       "        \"trigger\": \"item\",\n",
       "        \"triggerOn\": \"mousemove|click\",\n",
       "        \"axisPointer\": {\n",
       "            \"type\": \"line\"\n",
       "        },\n",
       "        \"showContent\": true,\n",
       "        \"alwaysShowContent\": false,\n",
       "        \"showDelay\": 0,\n",
       "        \"hideDelay\": 100,\n",
       "        \"enterable\": false,\n",
       "        \"confine\": false,\n",
       "        \"appendToBody\": false,\n",
       "        \"transitionDuration\": 0.4,\n",
       "        \"textStyle\": {\n",
       "            \"fontSize\": 14\n",
       "        },\n",
       "        \"borderWidth\": 0,\n",
       "        \"padding\": 5,\n",
       "        \"order\": \"seriesAsc\"\n",
       "    },\n",
       "    \"xAxis\": [\n",
       "        {\n",
       "            \"show\": true,\n",
       "            \"scale\": false,\n",
       "            \"nameLocation\": \"end\",\n",
       "            \"nameGap\": 15,\n",
       "            \"gridIndex\": 0,\n",
       "            \"inverse\": false,\n",
       "            \"offset\": 0,\n",
       "            \"splitNumber\": 5,\n",
       "            \"minInterval\": 0,\n",
       "            \"splitLine\": {\n",
       "                \"show\": true,\n",
       "                \"lineStyle\": {\n",
       "                    \"show\": true,\n",
       "                    \"width\": 1,\n",
       "                    \"opacity\": 1,\n",
       "                    \"curveness\": 0,\n",
       "                    \"type\": \"solid\"\n",
       "                }\n",
       "            },\n",
       "            \"data\": null\n",
       "        }\n",
       "    ],\n",
       "    \"yAxis\": [\n",
       "        {\n",
       "            \"show\": true,\n",
       "            \"scale\": false,\n",
       "            \"nameLocation\": \"end\",\n",
       "            \"nameGap\": 15,\n",
       "            \"gridIndex\": 0,\n",
       "            \"inverse\": false,\n",
       "            \"offset\": 0,\n",
       "            \"splitNumber\": 5,\n",
       "            \"minInterval\": 0,\n",
       "            \"splitLine\": {\n",
       "                \"show\": true,\n",
       "                \"lineStyle\": {\n",
       "                    \"show\": true,\n",
       "                    \"width\": 1,\n",
       "                    \"opacity\": 1,\n",
       "                    \"curveness\": 0,\n",
       "                    \"type\": \"solid\"\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    ]\n",
       "};\n",
       "                chart_711f39684c0c418aa3800217fad2105f.setOption(option_711f39684c0c418aa3800217fad2105f);\n",
       "        });\n",
       "    </script>\n"
      ],
      "text/plain": [
       "<pyecharts.render.display.HTML at 0x7fbb2b24bac8>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from pyecharts.charts import Line\n",
    "\n",
    "line = Line()\n",
    "line.add_xaxis(xaxis_data=range(1, 13))\n",
    "for team in gold:\n",
    "    line.add_yaxis(team, gold[team])\n",
    "line.render_notebook()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
